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	<title>GF &#8211; Expert Engineering Zone</title>
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		<title>Leidingsystemen in zeer brandbare omgevingen</title>
		<link>https://gf-eez.com/leidingsystemen-in-zeer-brandbare-omgevingen/</link>
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		<dc:creator><![CDATA[Steven Kepa]]></dc:creator>
		<pubDate>Tue, 28 Nov 2023 09:37:06 +0000</pubDate>
				<category><![CDATA[Experten]]></category>
		<category><![CDATA[brandstof]]></category>
		<category><![CDATA[gas]]></category>
		<category><![CDATA[kunststof]]></category>
		<category><![CDATA[leiding]]></category>
		<category><![CDATA[PVC-U]]></category>
		<guid isPermaLink="false">https://gf-eez.com/?p=6862</guid>

					<description><![CDATA[<p>Explosieve vloeistoffen vervoeren Omdat de meeste kunststoffen niet-geleidend zijn, worden ze veel gebruikt in de elektrische en elektronische industrie. Maar deze eigenschap kan onder bepaalde omstandigheden een nadeel zijn in andere toepassingen. Bij de constructie van kunststof leidingsystemen wordt de kwestie van de elektrostatische lading van de leiding belangrijk wanneer elektrisch niet-geleidende vloeistoffen moeten worden &#8230;</p>
<p>L’article <a href="https://gf-eez.com/leidingsystemen-in-zeer-brandbare-omgevingen/">Leidingsystemen in zeer brandbare omgevingen</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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					<h2 class="elementor-heading-title elementor-size-default"><b>Explosieve vloeistoffen vervoeren</b></h2>				</div>
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									<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Omdat</span><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none"> de meeste <b>kunststoffen</b> niet-geleidend zijn, worden ze veel gebruikt in de elektrische en <b>elektronische industrie</b>. Maar deze eigenschap kan onder bepaalde omstandigheden een nadeel zijn in andere toepassingen. Bij de constructie van <b>kunststof leidingsystemen</b> wordt de kwestie van de elektrostatische lading van de leiding belangrijk wanneer elektrisch <b>niet-geleidende vloeistoffen</b> moeten worden getransporteerd of wanneer de leiding in zeer <b>brandbare</b> ruimtes moet worden geïnstalleerd. In beide gevallen is de <b>elektrostatische lading</b> van het materiaal niet alleen hinderlijk, maar kan deze zelfs gevaarlijk zijn.</span></p>
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">ABS, PVC-U, PVC-C, PE, PP, PVDF en ECTFE behoren tot de klasse van elektrisch <b>niet-geleidende materialen</b>. Elektrisch niet-geleidende materialen zijn materialen met een specifieke weerstand van meer dan 10</span><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none"><span lang="FR-BE" style="accent-color: auto; place-content: normal; place-items: normal; place-self: auto; alignment-baseline: auto; animation: 0s ease 0s 1 normal none running none; app-region: none; appearance: none; aspect-ratio: auto; backdrop-filter: none; backface-visibility: visible; background: none 0% 0% / auto repeat scroll padding-box border-box rgba(0, 0, 0, 0); background-blend-mode: normal; baseline-shift: 0px; border-image: none 100% / 1 / 0 stretch; border-collapse: separate; border-end-end-radius: 0px; border-end-start-radius: 0px; border-spacing: 0px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-radius: 0px; inset: auto; box-shadow: none; box-sizing: content-box; break-after: auto; break-before: auto; break-inside: auto; buffered-rendering: auto; caption-side: top; caret-color: #000000; clear: none; clip: auto; clip-path: none; clip-rule: nonzero; color: #000000; color-interpolation: srgb; color-interpolation-filters: linearrgb; color-rendering: auto; color-scheme: normal; columns: auto; column-fill: balance; gap: normal; column-rule: 0px #000000; column-span: none; contain: none; contain-intrinsic-block-size: none; contain-intrinsic-size: none; contain-intrinsic-inline-size: none; content: normal; content-visibility: visible; counter-increment: none; counter-reset: none; counter-set: none; cursor: text; cx: 0px; cy: 0px; d: none; direction: ltr; display: inline; dominant-baseline: auto; empty-cells: show; fill: #000000; fill-opacity: 1; fill-rule: nonzero; filter: none; flex: 0 1 auto; flex-flow: row; float: none; flood-color: #000000; flood-opacity: 1; font-family: WordVisi_MSFontService, Arial, Arial_EmbeddedFont, Arial_MSFontService, sans-serif; font-feature-settings: normal; font-kerning: none; font-optical-sizing: auto; font-palette: normal; font-size: 12.6667px; font-stretch: 100%; font-synthesis: weight style small-caps; font-variant-ligatures: no-common-ligatures no-discretionary-ligatures no-historical-ligatures no-contextual; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; font-variation-settings: normal; grid-area: auto / auto / auto / auto; grid: none; height: auto; hyphens: manual; image-orientation: from-image; image-rendering: auto; inline-size: auto; inset-block: auto; inset-inline: auto; isolation: auto; letter-spacing: normal; lighting-color: #ffffff; line-break: auto; line-height: 19.425px; list-style: outside none disc; margin: 0px; marker: none; mask: none; mask-type: luminance; max-height: none; max-width: none; min-height: 0px; min-width: 0px; mix-blend-mode: normal; object-fit: fill; object-position: 50% 50%; offset: auto; opacity: 1; order: 0; outline: #000000 none 0px; outline-offset: 0px; overflow: visible; overflow-anchor: auto; overflow-clip-margin: 0px; overflow-wrap: break-word; overscroll-behavior-block: auto; overscroll-behavior-inline: auto; overscroll-behavior: auto; padding: 0px; page: auto; paint-order: normal; perspective: none; perspective-origin: 0px 0px; pointer-events: auto; position: static; quotes: auto; r: 0px; resize: none; ruby-position: over; rx: auto; ry: auto; scroll-behavior: auto; scroll-margin-block: 0px; scroll-margin: 0px; scroll-margin-inline: 0px; scroll-padding-block: auto; scroll-padding: auto; scroll-padding-inline: auto; scroll-snap-align: none; scroll-snap-stop: normal; scroll-snap-type: none; scrollbar-gutter: auto; shape-image-threshold: 0; shape-margin: 0px; shape-outside: none; shape-rendering: auto; speak: normal; stop-color: #000000; stop-opacity: 1; stroke: none; stroke-dasharray: none; stroke-dashoffset: 0px; stroke-linecap: butt; stroke-linejoin: miter; stroke-miterlimit: 4; stroke-opacity: 1; stroke-width: 1px; tab-size: 8; table-layout: auto; text-align: justify; text-align-last: auto; text-anchor: start; text-combine-upright: none; text-decoration-style: solid; text-decoration-color: #000000; text-decoration-skip-ink: auto; text-emphasis: none #000000; text-emphasis-position: over; text-orientation: mixed; text-overflow: clip; text-rendering: auto; text-shadow: none; text-size-adjust: auto; text-underline-offset: auto; text-underline-position: auto; touch-action: auto; transform: none; transform-box: view-box; transform-origin: 0px 0px; transform-style: flat; transition: all 0s ease 0s; unicode-bidi: normal; user-select: text; vector-effect: none; vertical-align: baseline; visibility: visible; border-block-end: 0px none #000000; border-block-start: 0px none #000000; border-inline-end: 0px none #000000; -webkit-border-image: none; border-inline-start: 0px none #000000; -webkit-box-align: stretch; -webkit-box-decoration-break: slice; -webkit-box-direction: normal; -webkit-box-flex: 0; -webkit-box-ordinal-group: 1; -webkit-box-orient: horizontal; -webkit-box-pack: start; -webkit-font-smoothing: auto; hyphenate-character: auto; -webkit-line-break: auto; -webkit-locale: 'FR-BE'; block-size: auto; margin-block: 0px; margin-inline: 0px; -webkit-mask-box-image-source: none; -webkit-mask-box-image-slice: 0 fill; -webkit-mask-box-image-width: auto; -webkit-mask-box-image-outset: 0; -webkit-mask-box-image-repeat: stretch; -webkit-mask: none 0% 0% / auto repeat border-box border-box; -webkit-mask-composite: source-over; max-block-size: none; max-inline-size: none; min-block-size: 0px; min-inline-size: 0px; padding-block: 0px; padding-inline: 0px; -webkit-print-color-adjust: economy; -webkit-rtl-ordering: logical; -webkit-ruby-position: before; -webkit-tap-highlight-color: rgba(0, 0, 0, 0); -webkit-text-combine: none; -webkit-text-fill-color: #000000; -webkit-text-orientation: vertical-right; -webkit-text-security: none; -webkit-text-stroke-color: #000000; -webkit-user-drag: none; -webkit-user-modify: read-only; -webkit-writing-mode: horizontal-tb; white-space-collapse: preserve; width: auto; will-change: auto; word-break: normal; writing-mode: horizontal-tb; x: 0px; y: 0px; z-index: auto; zoom: 1; border: 0px none #000000;" data-contrast="none"><span style="vertical-align: super;" data-fontsize="12">6</span></span> Ωcm. De waarden voor de bovengenoemde materialen liggen in de orde van 10</span><span lang="FR-BE" style="letter-spacing: -0.01em;" xml:lang="FR-BE" data-contrast="none"><span lang="FR-BE" style="accent-color: auto; place-content: normal; place-items: normal; place-self: auto; alignment-baseline: auto; animation: 0s ease 0s 1 normal none running none; app-region: none; appearance: none; aspect-ratio: auto; backdrop-filter: none; backface-visibility: visible; background: none 0% 0% / auto repeat scroll padding-box border-box rgba(0, 0, 0, 0); background-blend-mode: normal; baseline-shift: 0px; border-image: none 100% / 1 / 0 stretch; border-collapse: separate; border-end-end-radius: 0px; border-end-start-radius: 0px; border-spacing: 0px; border-start-end-radius: 0px; border-start-start-radius: 0px; border-radius: 0px; inset: auto; box-shadow: none; box-sizing: content-box; break-after: auto; break-before: auto; break-inside: auto; buffered-rendering: auto; caption-side: top; caret-color: #000000; clear: none; clip: auto; clip-path: none; clip-rule: nonzero; color: #000000; color-interpolation: srgb; color-interpolation-filters: linearrgb; color-rendering: auto; color-scheme: normal; columns: auto; column-fill: balance; gap: normal; column-rule: 0px #000000; column-span: none; contain: none; contain-intrinsic-block-size: none; contain-intrinsic-size: none; contain-intrinsic-inline-size: none; content: normal; content-visibility: visible; counter-increment: none; counter-reset: none; counter-set: none; cursor: text; cx: 0px; cy: 0px; d: none; direction: ltr; display: inline; dominant-baseline: auto; empty-cells: show; fill: #000000; fill-opacity: 1; fill-rule: nonzero; filter: none; flex: 0 1 auto; flex-flow: row; float: none; flood-color: #000000; flood-opacity: 1; font-family: WordVisi_MSFontService, Arial, Arial_EmbeddedFont, Arial_MSFontService, sans-serif; font-feature-settings: normal; font-kerning: none; font-optical-sizing: auto; font-palette: normal; font-size: 12.6667px; font-stretch: 100%; font-synthesis: weight style small-caps; font-variant-ligatures: no-common-ligatures no-discretionary-ligatures no-historical-ligatures no-contextual; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; font-variation-settings: normal; grid-area: auto / auto / auto / auto; grid: none; height: auto; hyphens: manual; image-orientation: from-image; image-rendering: auto; inline-size: auto; inset-block: auto; inset-inline: auto; isolation: auto; letter-spacing: normal; lighting-color: #ffffff; line-break: auto; line-height: 19.425px; list-style: outside none disc; margin: 0px; marker: none; mask: none; mask-type: luminance; max-height: none; max-width: none; min-height: 0px; min-width: 0px; mix-blend-mode: normal; object-fit: fill; object-position: 50% 50%; offset: auto; opacity: 1; order: 0; outline: #000000 none 0px; outline-offset: 0px; overflow: visible; overflow-anchor: auto; overflow-clip-margin: 0px; overflow-wrap: break-word; overscroll-behavior-block: auto; overscroll-behavior-inline: auto; overscroll-behavior: auto; padding: 0px; page: auto; paint-order: normal; perspective: none; perspective-origin: 0px 0px; pointer-events: auto; position: static; quotes: auto; r: 0px; resize: none; ruby-position: over; rx: auto; ry: auto; scroll-behavior: auto; scroll-margin-block: 0px; scroll-margin: 0px; scroll-margin-inline: 0px; scroll-padding-block: auto; scroll-padding: auto; scroll-padding-inline: auto; scroll-snap-align: none; scroll-snap-stop: normal; scroll-snap-type: none; scrollbar-gutter: auto; shape-image-threshold: 0; shape-margin: 0px; shape-outside: none; shape-rendering: auto; speak: normal; stop-color: #000000; stop-opacity: 1; stroke: none; stroke-dasharray: none; stroke-dashoffset: 0px; stroke-linecap: butt; stroke-linejoin: miter; stroke-miterlimit: 4; stroke-opacity: 1; stroke-width: 1px; tab-size: 8; table-layout: auto; text-align: justify; text-align-last: auto; text-anchor: start; text-combine-upright: none; text-decoration-style: solid; text-decoration-color: #000000; text-decoration-skip-ink: auto; text-emphasis: none #000000; text-emphasis-position: over; text-orientation: mixed; text-overflow: clip; text-rendering: auto; text-shadow: none; text-size-adjust: auto; text-underline-offset: auto; text-underline-position: auto; touch-action: auto; transform: none; transform-box: view-box; transform-origin: 0px 0px; transform-style: flat; transition: all 0s ease 0s; unicode-bidi: normal; user-select: text; vector-effect: none; vertical-align: baseline; visibility: visible; border-block-end: 0px none #000000; border-block-start: 0px none #000000; border-inline-end: 0px none #000000; -webkit-border-image: none; border-inline-start: 0px none #000000; -webkit-box-align: stretch; -webkit-box-decoration-break: slice; -webkit-box-direction: normal; -webkit-box-flex: 0; -webkit-box-ordinal-group: 1; -webkit-box-orient: horizontal; -webkit-box-pack: start; -webkit-font-smoothing: auto; hyphenate-character: auto; -webkit-line-break: auto; -webkit-locale: 'FR-BE'; block-size: auto; margin-block: 0px; margin-inline: 0px; -webkit-mask-box-image-source: none; -webkit-mask-box-image-slice: 0 fill; -webkit-mask-box-image-width: auto; -webkit-mask-box-image-outset: 0; -webkit-mask-box-image-repeat: stretch; -webkit-mask: none 0% 0% / auto repeat border-box border-box; -webkit-mask-composite: source-over; max-block-size: none; max-inline-size: none; min-block-size: 0px; min-inline-size: 0px; padding-block: 0px; padding-inline: 0px; -webkit-print-color-adjust: economy; -webkit-rtl-ordering: logical; -webkit-ruby-position: before; -webkit-tap-highlight-color: rgba(0, 0, 0, 0); -webkit-text-combine: none; -webkit-text-fill-color: #000000; -webkit-text-orientation: vertical-right; -webkit-text-security: none; -webkit-text-stroke-color: #000000; -webkit-user-drag: none; -webkit-user-modify: read-only; -webkit-writing-mode: horizontal-tb; white-space-collapse: preserve; width: auto; will-change: auto; word-break: normal; writing-mode: horizontal-tb; x: 0px; y: 0px; z-index: auto; zoom: 1; border: 0px none #000000;" data-contrast="none"><span style="vertical-align: super;" data-fontsize="12">15</span></span> Ωcm. Zodra de specifieke weerstand van vaste stoffen </span><span lang="FR-BE" data-contrast="none"><span lang="FR-BE" data-contrast="none"><span class="NormalTextRun SCXW142831102 BCX9" style="margin: 0px; padding: 0px; user-select: text; -webkit-user-drag: none; -webkit-tap-highlight-color: transparent;">10</span></span></span><span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="none"><span class="TextRun SCXW142831102 BCX9" lang="FR-BE" style="margin: 0px; padding: 0px; user-select: text; -webkit-user-drag: none; -webkit-tap-highlight-color: transparent; color: #000000; letter-spacing: normal; text-align: justify; white-space-collapse: preserve; font-size: 9.5pt; line-height: 19.425px; font-family: Arial, Arial_EmbeddedFont, Arial_MSFontService, sans-serif; font-variant-ligatures: none !important;" data-contrast="none"><span class="NormalTextRun Superscript SCXW142831102 BCX9" style="margin: 0px; padding: 0px; user-select: text; -webkit-user-drag: none; -webkit-tap-highlight-color: transparent; vertical-align: super;" data-fontsize="12">9</span></span> <span style="letter-spacing: -0.01em;">Ω overschrijdt, wordt het materiaal geacht onderhevig te zijn aan een elektrostatische lading.</span></span></p>
<p><span lang="FR-BE" data-contrast="none">In de <b>mijnbouw</b> bijvoorbeeld schrijft de veiligheid voor dat kunststoffen alleen mogen worden gebruikt als hun specifieke weerstand niet hoger is dan</span><span lang="FR-BE" data-contrast="none"><span lang="FR-BE" data-contrast="none"><span class="NormalTextRun SCXW89149374 BCX9" style="margin: 0px; padding: 0px; user-select: text; -webkit-user-drag: none; -webkit-tap-highlight-color: transparent;">10</span></span></span><span lang="FR-BE" data-contrast="none"><span class="TextRun SCXW89149374 BCX9" lang="FR-BE" style="margin: 0px; padding: 0px; user-select: text; -webkit-user-drag: none; -webkit-tap-highlight-color: transparent; color: #000000; letter-spacing: normal; text-align: justify; white-space-collapse: preserve; font-size: 9.5pt; line-height: 19.425px; font-family: Arial, Arial_EmbeddedFont, Arial_MSFontService, sans-serif; font-variant-ligatures: none !important;" data-contrast="none"><span class="NormalTextRun Superscript SCXW89149374 BCX9" style="margin: 0px; padding: 0px; user-select: text; -webkit-user-drag: none; -webkit-tap-highlight-color: transparent; vertical-align: super;" data-fontsize="12">8</span></span> Ωcm (gemeten bij 20°C en 5% relatieve vochtigheid).</span> </p>
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Soortgelijke beperkingen gelden voor de installatie van kunststof buizen op plaatsen waar <b>ontvlambare</b> mengsels kunnen voorkomen. Het gebruik van kunststof leidingen voor het transport van brandbare <b>gassen</b> of <b>vloeistoffen</b> is ongevaarlijk zolang het systeem gesloten is. Lagere stroomsnelheden verminderen ook de opbouw van elektrostatische ladingen. In principe is het mogelijk om kunststoffen niet-geleidend te maken door speciale maatregelen te nemen, zoals het toevoegen van koolstof. Maar zulke additieven kunnen andere gewenste eigenschappen aantasten. Het is daarom essentieel om elk geval afzonderlijk te beoordelen om te beslissen welk materiaal de beste oplossing biedt.</span></p>
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Wanneer <b>kunststof buizen</b> moeten worden geïnstalleerd in ruimten waar zich <b>explosieve gas-luchtmengsels</b> kunnen vormen en wanneer kunststof buizen worden gebruikt voor het transport van elektrisch niet-geleidende vloeistoffen, moet bij de planning rekening worden gehouden met de volgende punten.</span> </p>
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					<h2 class="elementor-heading-title elementor-size-default"><b>Leidingen installeren in ruimten waar explosieve gas-luchtmengsels kunnen voorkomen</b></h2>				</div>
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<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Voorkom de vorming van explosieve mengsels, bijvoorbeeld door <b>goede ventilatie</b> of <b>luchtafvoer</b>.</span> </p>
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<li role="listitem" data-leveltext="§" data-font="Wingdings" data-listid="1" data-list-defn-props="{"335551500":25243,"335552541":1,"335559684":-2,"335559685":283,"335559991":283,"469769226":"Wingdings","469769242":[8226],"469777803":"left","469777804":"§","469777815":"singleLevel"}" aria-setsize="-1" data-aria-posinset="2" data-aria-level="1">
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Voorkom de opbouw van elektrische ladingen door de atmosfeer te <b>ioniseren</b>.</span> </p>
</li>
<li role="listitem" data-leveltext="§" data-font="Wingdings" data-listid="1" data-list-defn-props="{"335551500":25243,"335552541":1,"335559684":-2,"335559685":283,"335559991":283,"469769226":"Wingdings","469769242":[8226],"469777803":"left","469777804":"§","469777815":"singleLevel"}" aria-setsize="-1" data-aria-posinset="3" data-aria-level="1">
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Ontlaad statische elektriciteit, bijvoorbeeld door het oppervlak van de <b>pijp</b> te coaten met een elektrisch geleidende, oplosmiddelvrije verf die metaalpoeder bevat of door de pijp in een geleidende folie te wikkelen. Het is essentieel dat de pijp geaard is.</span> </p>
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<div>
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<li role="listitem" data-leveltext="§" data-font="Wingdings" data-listid="1" data-list-defn-props="{"335551500":25243,"335552541":1,"335559684":-2,"335559685":283,"335559991":283,"469769226":"Wingdings","469769242":[8226],"469777803":"left","469777804":"§","469777815":"singleLevel"}" aria-setsize="-1" data-aria-posinset="1" data-aria-level="1">
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Voorkom de opbouw van elektrische ladingen door de relatieve <b>luchtvochtigheid</b> te verhogen. Een film van geleidend water op het <b>oppervlak</b> van de buis verbetert de geleiding. Er is vrijwel geen opbouw van elektrostatische ladingen wanneer de relatieve vochtigheid hoger is dan 65%.</span> </p>
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<li role="listitem" data-leveltext="§" data-font="Wingdings" data-listid="1" data-list-defn-props="{"335551500":25243,"335552541":1,"335559684":-2,"335559685":283,"335559991":283,"469769226":"Wingdings","469769242":[8226],"469777803":"left","469777804":"§","469777815":"singleLevel"}" aria-setsize="-1" data-aria-posinset="2" data-aria-level="1">
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">We raden sterk af om alleen te vertrouwen op het behandelen van de <b>leiding</b> met een <b>antistatische</b> en <b>hygroscopische</b> oplossing om de geleidbaarheid te verbeteren, aangezien deze maatregel over het algemeen slechts gedurende een beperkte periode effectief is en het per ongeluk gedeeltelijk verwijderen van de beschermende film niet kan worden uitgesloten.</span> </p>
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					<h2 class="elementor-heading-title elementor-size-default"><b>Transport van omgevingen die geen elektriciteit geleiden</b></h2>				</div>
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									<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Als algemene regel geldt dat kunststof buizen niet worden aanbevolen voor het transport van <b>droge</b>, niet-elektrisch geleidende stoffen, vanwege de effecten van elektrostatische ladingsopbouw en zware slijtage van het materiaal. Niet elektrisch geleidende brandbare gassen of vloeistoffen mogen alleen in gesloten leidingsystemen worden getransporteerd.</span> </p>
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		<p>L’article <a href="https://gf-eez.com/leidingsystemen-in-zeer-brandbare-omgevingen/">Leidingsystemen in zeer brandbare omgevingen</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<title>Zwavelzuur verdunnen</title>
		<link>https://gf-eez.com/zwavelzuur-verdunnen/</link>
					<comments>https://gf-eez.com/zwavelzuur-verdunnen/#respond</comments>
		
		<dc:creator><![CDATA[David Boonen]]></dc:creator>
		<pubDate>Tue, 21 Nov 2023 09:31:41 +0000</pubDate>
				<category><![CDATA[Experten]]></category>
		<category><![CDATA[brandstof]]></category>
		<category><![CDATA[chemische industrie]]></category>
		<category><![CDATA[kunststof]]></category>
		<category><![CDATA[leiding]]></category>
		<category><![CDATA[pvdf]]></category>
		<category><![CDATA[zwavelzuur]]></category>
		<guid isPermaLink="false">https://gf-eez.com/zwavelzuur-verdunnen/</guid>

					<description><![CDATA[<p>Definitie van geconcentreerd zuur Geconcentreerd zwavelzuur, met een concentratie tussen 96% en 98%, is in zuivere vorm een kleurloze of lichtgele vloeistof. In zuivere vorm is het zeer hygroscopisch en zeer viskeus. Het wordt meestal geproduceerd door de verbranding van zwavel en in deze concentratie aan gebruikers geleverd. Dit geconcentreerde zuur moet dus worden verdund &#8230;</p>
<p>L’article <a href="https://gf-eez.com/zwavelzuur-verdunnen/">Zwavelzuur verdunnen</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="6877" class="elementor elementor-6877 elementor-6746">
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					<h2 class="elementor-heading-title elementor-size-default"><b>Definitie van geconcentreerd zuur</b></h2>				</div>
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<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="auto"><b>Geconcentreerd zwavelzuur</b>, met een concentratie tussen 96% en 98%, is in <b>zuivere vorm</b> een kleurloze of lichtgele vloeistof. In zuivere vorm is het zeer <b>hygroscopisch</b> en zeer <b>viskeus</b>. Het wordt meestal geproduceerd door de <b>verbranding van zwavel</b> en</span><span lang="FR-BE" style="letter-spacing: -0.01em;" xml:lang="FR-BE" data-contrast="auto"> in deze concentratie aan gebruikers geleverd.</span><span style="letter-spacing: -0.01em;"> </span><span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto">Dit geconcentreerde zuur moet dus worden verdund zodat het in de vereiste concentratie kan worden gebruikt.</span> <span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto">Deze <b>verdunning</b> kan niet eenvoudigweg worden uitgevoerd door een <b>waterleiding</b> op een <b>zuurleiding</b> aan te sluiten, omdat er bij deze manier van werken een duidelijk risico op <b>breuken</b> en ongelukken bestaat.</span></p>
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					<h2 class="elementor-heading-title elementor-size-default"><b>Continue verdunning</b></h2>				</div>
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<p><span lang="FR-BE" data-contrast="auto" xml:lang="FR-BE">De verdunningsreactie van zwavelzuur is zeer <b>exotherm</b>.</span> <span lang="FR-BE" data-contrast="auto" xml:lang="FR-BE">De grafiek hieronder toont de temperatuurstijging als functie van de verdunningsverhouding.</span> </p>
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" alt="grafiek van temperatuurstijging als functie van de uiteindelijke massaconcentratie" width="835" height="513"></p>
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								</div>
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		</section>
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				<div class="elementor-widget-container">
									<div>
<p><span lang="FR-BE" data-contrast="auto">Het verdunningsniveau bepaalt de temperatuurstijging</span>. <span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto">Aan de hand van de temperatuur die het resultaat is van deze reactie, kunnen we de te gebruiken <b>materialen</b>, de beperkingen, het ontwerp van de installatie en de automatisering bepalen.</span> </p>
</div>
<div> </div>
								</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-29af804 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="29af804" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-70cda98" data-id="70cda98" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-5558788 elementor-widget elementor-widget-heading" data-id="5558788" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default"><b>Materialen</b></h2>				</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-8f779d1 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="8f779d1" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-2f20678" data-id="2f20678" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-57401b5 elementor-widget elementor-widget-text-editor" data-id="57401b5" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<div>
<p><span lang="FR-BE" data-contrast="auto">De gebruikte materialen moeten bestand zijn tegen zowel geconcentreerd als verdund zuur bij de bijbehorende temperaturen.</span> <span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto"><b>PVDF</b> garandeert dat de installatie bestand is tegen verdund en geconcentreerd zuur.</span> <span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto">PVDF</span> <span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto">is ook uitstekend bestand tegen hoge temperaturen.</span> </p>
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				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-f2be475 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="f2be475" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-d523eae" data-id="d523eae" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-52eb562 elementor-widget elementor-widget-heading" data-id="52eb562" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default"><b>Beperkingen</b></h2>				</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-97f5ae4 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="97f5ae4" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-548bd54" data-id="548bd54" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-3c9f9b7 elementor-widget elementor-widget-text-editor" data-id="3c9f9b7" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
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<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="auto">Door de temperatuurstijging zal de <b>pijp uitrekken</b>. De geïnduceerde krachten bepalen de buigarmen, krachten op vaste punten en steunen (glijdend en vast). </span><span lang="FR-BE" style="letter-spacing: -0.01em;" xml:lang="FR-BE" data-contrast="auto">De krachten veroorzaakt door de temperatuurstijging moeten worden berekend.</span></p>
</div>
								</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-4b0be46 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="4b0be46" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-289b7ab" data-id="289b7ab" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-f942167 elementor-widget elementor-widget-heading" data-id="f942167" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default"><b>Ontwerp</b></h2>				</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-e44eaee elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="e44eaee" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-9a2ee5b" data-id="9a2ee5b" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-cd05122 elementor-widget elementor-widget-text-editor" data-id="cd05122" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Het ontwerp van de installatie moet <b>stratificatie van het zuur</b> in de leidingen voorkomen. De verdunning moet continu en homogeen zijn (de rol van de <b>venturi</b> en de <b>blender</b>). </p>
								</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-905381f elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="905381f" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-d078c19" data-id="d078c19" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-f109961 elementor-widget elementor-widget-heading" data-id="f109961" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default"><b>Benodigde apparatuur</b></h2>				</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-49dfb84 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="49dfb84" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-bc6c96c" data-id="bc6c96c" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-65b0db4 elementor-widget elementor-widget-text-editor" data-id="65b0db4" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<div>
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="auto">Samenstelling van de verdunningslijn :</span> </p>
</div>
<div>
<ul>
<li><span lang="FR-BE" data-contrast="auto" xml:lang="FR-BE">Voor de <b>zuurleiding</b>: <b>Debietmeting</b> en <a href="https://gf-eez.com/9-veel-voorkomende-types-kleppen-en-appendages/"><b>regelklep</b></a></span> <span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto" xml:lang="FR-BE">(ON/OFF veiligheidsklep en terugslagklep vereist)</span><span style="letter-spacing: -0.01em;"> </span></li>
</ul>
</div>
<div>
<ul>
<li><span lang="FR-BE" data-contrast="auto" xml:lang="FR-BE">Voor de <b>waterleiding</b>: debietmeter en regelklep</span> <span lang="FR-BE" style="letter-spacing: -0.01em;" data-contrast="auto" xml:lang="FR-BE">(ON/OFF veiligheidsklep en terugslagklep vereist)</span><span style="letter-spacing: -0.01em;"> </span></li>
</ul>
</div>
<div>
<ul>
<li><span lang="FR-BE" xml:lang="FR-BE" data-contrast="auto">Het kan ook mogelijk zijn om voor en na de zuurinjectie <b>temperatuursensoren</b> te installeren als veiligheidsmaatregel om te controleren of de temperatuur constant is. Elke temperatuurvariatie duidt op discontinue verdunning.</span></li>
</ul>
</div>
<div>
<ul>
<li><span lang="FR-BE" xml:lang="FR-BE" data-contrast="auto">Een <b>venturi-injector</b> voor geconcentreerd zuur </span> </li>
</ul>
</div>
<div>
<ul>
<li style="text-align: left;"><span lang="FR-BE" xml:lang="FR-BE" data-contrast="auto">Een <b>menger</b> stroomafwaarts van de injector </span> </li>
</ul>
</div>
<div>
<ul>
<li><span lang="FR-BE" xml:lang="FR-BE" data-contrast="auto">Indien nodig een <b>warmtewisselaar</b> om het verdunde zuur af te koelen.</span></li>
</ul>
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" alt="foto van vereenvoudigd diagram van de zwavelzuurverdunningsmethode" width="382" height="289"><figcaption class="wp-caption-text">Vereenvoudigd schema van de benodigde apparatuur</figcaption></figure></div>
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					<h2 class="elementor-heading-title elementor-size-default"><b>Beheer</b></h2>				</div>
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<p><span lang="FR-BE" data-contrast="auto">Het <b>verdunningsproces</b> moet volledig worden beheerd via een <b>PLC</b>-bedieningspaneel zonder handmatige</span><span style="letter-spacing: -0.01em;">tussenkomst. In geval van een storing moet het verdunningsproces onmiddellijk worden gestopt.</span></p>
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		<p>L’article <a href="https://gf-eez.com/zwavelzuur-verdunnen/">Zwavelzuur verdunnen</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<item>
		<title>Debietmeting met Doppler-effect</title>
		<link>https://gf-eez.com/debietmeting-met-doppler-effect/</link>
					<comments>https://gf-eez.com/debietmeting-met-doppler-effect/#respond</comments>
		
		<dc:creator><![CDATA[Greg Drossart]]></dc:creator>
		<pubDate>Wed, 25 Oct 2023 07:50:34 +0000</pubDate>
				<category><![CDATA[Meettechniek]]></category>
		<category><![CDATA[Doppler-effect]]></category>
		<category><![CDATA[meettechnieken]]></category>
		<guid isPermaLink="false">https://gf-eez.com/debietmeting-met-doppler-effect/</guid>

					<description><![CDATA[<p>Werkingsprincipe van ultrasone debietmeters &#8211; Het Doppler-effect Definitie van het Doppler-effect Het Doppler-effect, ook bekend als de dopplerverschuiving, is een veelvoorkomend verschijnsel. Wat merk je als een auto met hoge snelheid langs de kant van een tweebaansweg rijdt? Het geluid van de auto is hoger als de auto dichterbij komt (hogere geluidsfrequentie) en wordt plotseling &#8230;</p>
<p>L’article <a href="https://gf-eez.com/debietmeting-met-doppler-effect/">Debietmeting met Doppler-effect</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="6842" class="elementor elementor-6842 elementor-6706">
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					<h1 class="elementor-heading-title elementor-size-default">Werkingsprincipe van ultrasone debietmeters - Het Doppler-effect</h1>				</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-17398bd elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="17398bd" data-element_type="section" data-e-type="section">
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					<h2 class="elementor-heading-title elementor-size-default"><b>Definitie van het Doppler-effect</b></h2>				</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-713efaa elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="713efaa" data-element_type="section" data-e-type="section">
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						<div class="elementor-element elementor-element-2c7c46d elementor-widget elementor-widget-text-editor" data-id="2c7c46d" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
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									<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Het Doppler-effect, ook bekend als de dopplerverschuiving, is een veelvoorkomend verschijnsel. </span><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.1pt;">Wat merk je als een auto met hoge snelheid langs de kant van een tweebaansweg rijdt? </span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.1pt;">Het geluid van de auto is hoger als de auto dichterbij komt (hogere geluidsfrequentie) en wordt plotseling lager als de auto van je af beweegt (lagere geluidsfrequentie).</span></p>
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					<h2 class="elementor-heading-title elementor-size-default"><b>De reden voor dit alles?</b></h2>				</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-045f3fb elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="045f3fb" data-element_type="section" data-e-type="section">
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					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-92f78b9" data-id="92f78b9" data-element_type="column" data-e-type="column">
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						<div class="elementor-element elementor-element-7b39c40 elementor-widget elementor-widget-text-editor" data-id="7b39c40" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
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									<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Geluidsgolven worden tot op zekere hoogte samengedrukt wanneer de auto (de zender) met een bepaalde snelheid op je afkomt. Dit resulteert in een hogere frequentie en dus een hogere toonhoogte. Op dezelfde manier breiden geluidsgolven zich uit naarmate de zender verder weg staat, wat een diepere toon oplevert.</span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Snelheid heeft daarom een grote invloed op de waargenomen frequenties.</span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Laten we nu eens aannemen dat deze auto&#8217;s deeltjes zijn in een vloeistof die door een pijp stroomt, en laten we <b>een</b> <b>geluidszender</b> op de pijp installeren.</span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Aangezien de verandering in frequentie direct gekoppeld is aan de snelheid van de gereflecteerde en bewegende deeltjes, maakt deze frequentieverschuiving het mogelijk om de stroomsnelheid te meten van de reflecterende (en bewegende) deeltjes, en dus van de vloeistof die deze deeltjes bevat.</span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Deze deeltjes, bekend als discontinuïteiten, weerkaatsen de <b>ultrasone</b> <b>golf</b> op een iets andere frequentie.</span><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.1pt;">Daarom moet onze dopplerstromingsmeter stromen meten van vloeistoffen met zwevende deeltjes.</span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.1pt;">Het zijn deze deeltjes die de ultrageluidsgolven weerkaatsen, dus een <b>dopplerstromingsmeter</b> kan niet worden gebruikt voor vloeistoffen zonder deeltjes. </span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Ultrasoon geluid wordt samen met de stromende vloeistof de pijp ingestuurd en de discontinuïteiten reflecteren de ultrasone golf met een iets andere frequentie die recht evenredig is met de stroomsnelheid van de vloeistof.</span></p>
<p class="MsoNormal" style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt;">Deze frequentie is recht evenredig met de</span> <b style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt;">stroomsnelheid</b> van de vloeistof. <span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt;">Als we de snelheid van de vloeistof en de binnendiameter van de pijp kennen, kunnen we gemakkelijk de stroomsnelheid afleiden.</span></p>
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					<h2 class="elementor-heading-title elementor-size-default"><b>Doppler-stromingsmeter van Georg Fischer: Type UD 2100</b></h2>				</div>
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									<p style="letter-spacing: -0.18px;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Daarom moet onze dopplerstromingsmeter stromen meten van vloeistoffen met zwevende deeltjes. </span><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.1pt;">De GF-technologie vereist deeltjes of bellen met een minimale grootte van 100 micron en een minimale concentratie van 75 ppm (deeltjes per miljoen).</span></p>
<ul>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">De GF ultrasone debietmeter is een debietmeter met één sensor.</span></li>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">Het is bidirectioneel</span></li>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">Verkrijgbaar in vaste of draagbare versies</span></li>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">Herhaalbaarheid: +/- 0,25%, lineariteit +/- 0,5%.</span></li>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">Doorstroombereik: +/- 0,075 tot 12,2 m/sec in de meeste toepassingen</span></li>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">Pijpdiameter: 12,5 mm tot 4,5 m (1/2&#8221; tot 180&#8221; ID)</span></li>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">Display: momentele doorstroming, totaalteller, bedrijfsmodus en kalibratiemenu.</span></li>
<li class="MsoNormal" style="letter-spacing: -0.18px; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; line-height: normal;"><span style="font-family: Nunito; font-size: 13.5pt; letter-spacing: -0.15pt; text-indent: -18pt;">Datalogging : Een capaciteit van 300.000 programmeerbare gegevenspunten</span></li>
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															<img decoding="async" width="925" height="549" src="https://gf-eez.com/wp-content/uploads/2023/08/Image1.png" class="attachment-large size-large wp-image-6813" alt="image d&apos;un débimètre doppler georg fischer gf type ud 2100" srcset="https://gf-eez.com/wp-content/uploads/2023/08/Image1.png 925w, https://gf-eez.com/wp-content/uploads/2023/08/Image1-300x178.png 300w, https://gf-eez.com/wp-content/uploads/2023/08/Image1-768x456.png 768w, https://gf-eez.com/wp-content/uploads/2023/08/Image1-370x220.png 370w" sizes="(max-width: 925px) 100vw, 925px" />															</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-aa3a54c elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="aa3a54c" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-062bb4f" data-id="062bb4f" data-element_type="column" data-e-type="column">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-9621eb8 elementor-widget elementor-widget-text-editor" data-id="9621eb8" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
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									<p style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">In deze versie met één sensor zitten de zend- en <b>ontvangstkristallen</b> in hetzelfde sensorlichaam, dat op één punt op het oppervlak van de pijp is bevestigd.</span></p>
<p style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><b><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">De clamp-on ultrasone Doppler debietmeter</span></b> <span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">kan gevoelig zijn voor interferentie van de pijpwand zelf en voor de aanwezigheid van een luchtfilm tussen de wand en de vloeistof.</span></p>
<p style="margin-bottom: 15pt; line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Bepaalde coatings, zoals epoxyverf of glasvezelversterkte buizen, kunnen akoestische discontinuïteiten genereren. Deze discontinuïteiten kunnen het uitgezonden signaal volledig verstrooien of het retoursignaal verzwakken.</span></p>
<p><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.15pt;">Dit zal de meting veranderen. V</span><span style="font-size: 13.5pt; font-family: Nunito; letter-spacing: -0.1pt;">oor een nauwkeurige meting hoeft alleen de coating te worden verwijderd en als dit niet mogelijk is, wordt een deel van de leiding zonder coating gevonden.</span></p>
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		<p>L’article <a href="https://gf-eez.com/debietmeting-met-doppler-effect/">Debietmeting met Doppler-effect</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<title>Vlinderkleppen in de chemische industrie: Voordelen, kwaliteit, veiligheid en efficiëntie</title>
		<link>https://gf-eez.com/vlinderkleppen-in-de-chemische-industrie-voordelen-kwaliteit-veiligheid-en-efficientie/</link>
					<comments>https://gf-eez.com/vlinderkleppen-in-de-chemische-industrie-voordelen-kwaliteit-veiligheid-en-efficientie/#respond</comments>
		
		<dc:creator><![CDATA[Steven Kepa]]></dc:creator>
		<pubDate>Wed, 18 Oct 2023 08:19:17 +0000</pubDate>
				<category><![CDATA[Aandrijvingen]]></category>
		<category><![CDATA[Kleptechniek]]></category>
		<category><![CDATA[chemische industrie]]></category>
		<category><![CDATA[vlinderklep]]></category>
		<guid isPermaLink="false">https://gf-eez.com/?p=6740</guid>

					<description><![CDATA[<p>De toepassing van vlinderkleppen in de chemische industrie is een veelgebruikte praktijk die veel voordelen biedt voor productieprocessen Een vlinderklep is een roterende klep die het stromingsdebiet controleert door middel van een schijf die om een as draait Deze klep is bijzonder geschikt voor chemische toepassingen vanwege zijn vermogen om corrosieve chemische producten te weerstaan &#8230;</p>
<p>L’article <a href="https://gf-eez.com/vlinderkleppen-in-de-chemische-industrie-voordelen-kwaliteit-veiligheid-en-efficientie/">Vlinderkleppen in de chemische industrie: Voordelen, kwaliteit, veiligheid en efficiëntie</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">De toepassing van <b>vlinderkleppen</b> in de <b>chemische industrie</b> is een veelgebruikte praktijk die veel voordelen biedt voor <b>productieprocessen</b> Een vlinderklep is een <b>roterende klep</b> die het <b>stromingsdebiet</b> controleert door middel van een schijf die om een as draait Deze klep is bijzonder geschikt voor <b>chemische toepassingen</b> vanwege zijn vermogen om corrosieve chemische producten te weerstaan en een constant debiet te handhaven.</span></p>
<h2><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none"><b>De voordelen van de toepassing van vlinderkleppen in de chemische industrie omvatten :</b></span></h2>
<p><span lang="FR-BE" style="letter-spacing: -0.01em;" xml:lang="FR-BE" data-contrast="none">&#8211; <b>Kwaliteitscontrole </b>: Vlinderkleppen bieden nauwkeurige controle van het stromingsdebiet, wat essentieel is om de kwaliteit van het eindproduct te waarborgen.</span></p>
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">&#8211; <b>Duurzaamheid </b>: vlinderkleppen zijn gemaakt van corrosiebestendige materialen, zoals roestvrijstaal, wat ze duurzaam en betrouwbaar maakt voor langdurig gebruik in chemische omgevingen.</span></p>
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">&#8211; <b>Lage onderhoudskosten</b> : vlinderkleppen vereisen weinig onderhoud, wat ze op de lange termijn economisch rendabel maakt en de kosten voor onderhoud vermindert.</span></p>
<p>&#8211; <b>Veiligheid</b> : vlinderkleppen bieden een hoog niveau van veiligheid vanwege hun vermogen om snel te sluiten in geval van noodgevallen om lekken te voorkomen en het personeel en de omgeving te beschermen.</p>
<h2><b>Een keuze van kwaliteit </b></h2>
<p>Om de voordelen van de toepassing van vlinderkleppen in de chemische industrie te maximaliseren, is het belangrijk om een hoogwaardig model te kiezen dat is vervaardigd door een gerenommeerde onderneming in de sector. Ze moeten ook correct worden geïnstalleerd en onderhouden door gekwalificeerde professionals om hun optimale werking te waarborgen en hun levensduur te verlengen.</p>
<p><span lang="FR-BE" xml:lang="FR-BE" data-contrast="none">Conclusie: vlinderkleppen zijn een verstandige keuze voor <b>industriële toepassingen</b> die nauwkeurige controle van het <b>stromingsdebiet</b> vereisen, weerstand bieden tegen <b>corrosie</b> en <b>betrouwbaarheid op de lange termijn.</b> De voordelen van hun toepassing in de chemische industrie maken ze een belangrijk element voor veilige en efficiënte productieprocessen.</span> </p>
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		<p>L’article <a href="https://gf-eez.com/vlinderkleppen-in-de-chemische-industrie-voordelen-kwaliteit-veiligheid-en-efficientie/">Vlinderkleppen in de chemische industrie: Voordelen, kwaliteit, veiligheid en efficiëntie</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<title>9 veel voorkomende types kleppen en appendages</title>
		<link>https://gf-eez.com/9-veel-voorkomende-types-kleppen-en-appendages/</link>
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		<dc:creator><![CDATA[Frederik Koninckx]]></dc:creator>
		<pubDate>Sun, 01 Oct 2023 06:29:00 +0000</pubDate>
				<category><![CDATA[Kleptechniek]]></category>
		<category><![CDATA[appendages]]></category>
		<category><![CDATA[kleppen]]></category>
		<category><![CDATA[Meest gelezen]]></category>
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					<description><![CDATA[<p>Er bestaan heel wat verschillende types van appendages en afsluiters voor diverse vloeistoffen, maar niet elke type is even geschikt voor het transporteren van corrosieve vloeistoffen. Maar voor je een keuze maakt, moet je eerst de meest voorkomende types kennen. Hier zijn er 9. </p>
<p>L’article <a href="https://gf-eez.com/9-veel-voorkomende-types-kleppen-en-appendages/">9 veel voorkomende types kleppen en appendages</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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									<p>Er bestaan heel wat verschillende types van <b>appendages</b> en <b>afsluiters </b>voor diverse soorten <b>vloeistoffen</b>. Globaal gezien komen een 10-tal specifieke types appendages/afsluiters in aanmerking voor het <b>transporteren van corrosieve vloeistoffen</b>. Hiervan bespreken we de belangrijkste vier uitvoerig en de andere beknopt. Mocht u vragen hebben over één van deze of andere kleppen, neem dan gerust contact op ons op, onze experten helpen u graag vooruit: feedback@gf-eez.com. </p><ul><li><a href="#Kogelkraan">Kogelkraan</a></li><li><a href="#Membraanventiel">Membraanventiel</a></li><li><a href="#Vlinderklep">Vlinderklep</a></li><li><a href="#Drukregelventiel">Drukregelventiel</a></li><li><a href="#Ventilatieklep">Ventilatieklep</a> (korte intro)</li><li><a href="#Ventilatieklep">Kegelterugslagklep</a> (korte intro)</li><li><a href="#Ventilatieklep">Wafer type terugslagklep</a> (korte intro)</li><li><a href="#Ventilatieklep">Inline terugslagklep met schuine zitting</a> (korte intro)</li><li><a href="#Ventilatieklep">Doorstroom type debietmeting</a> (kortre intro)</li></ul><p>Veel van de bekendste soorten kleppen en appendages bestaan in de klassieke metalen, zoals staal, RVS en gietijzer. Voor het transport van corrosieve vloeistoffen of toepassingen waar gewicht een belangrijke factor is, zijn de metalen afsluiters vaak niet de meest geschikte oplossingen. De laatste jaren worden voor deze toepassingen steeds vaker kunststof kleppen en appendages ingezet. Ze worden speciaal ontwikkeld voor corrosieve vloeistoffen en bieden een uitgesproken meerwaarde op het vlak van levensduur, veiligheid, montagegemak enz. Typische toepassingen voor kunststofkleppen zijn:</p><ul><li><b>Industriële waterbehandeling</b></li><li><b>Waterzuivering en neutralisatie</b></li><li><b>Oppervlaktebehandeling in de metaalindustrie</b></li><li><b>Vullen en ledigen van tanks voor chemicaliën</b></li><li><b>Doseren, batchen en mixen van chemicaliën</b></li><li><b>Gaswassers (scrubbers)</b></li><li><b>Transporteren van chemicaliën binnen of buiten het gebouw</b></li><li><b>Toepassingen met hoogzuiver water in labo&#8217;s en farmaceutische processen</b></li><li><b>Zwembaden en aquaria</b></li><li><b>Industriële secundaire koelsystemen</b></li><li><b>Aircosystemen op industrieel niveau</b></li></ul>								</div>
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									<h3><strong>1. Kogelkraan</strong></h3><p><img loading="lazy" decoding="async" class="alignnone" src="https://gf-eez.com/wp-content/uploads/2020/08/Ball-Valve-in-Thermoplastic.jpg" alt="Kogelkraan, ball valve in plastic, kleppen" width="674" height="557" /></p><p>De <b>kogelkraan </b>steunt in haar werking vooral op een centraal gelegen kogel waarin een opening is gemaakt en waar het medium doorheen kan stromen in &#8220;geopende&#8221; stand, terwijl het medium tegen gehouden wordt in &#8220;gesloten&#8221; stand. Over het algemeen zal de kogel over een hoek van 90° draaien van open naar gesloten positie en vice versa. De kogelkraan wordt voornamelijk gebruikt voor open / dicht (On/Off) functies en kent vooral haar voordeel in de volle doorlaat. Ze garandeert ook minimaal drukverlies bij 100% open stand. Kogelkranen zijn echter minder aangewezen voor het inregelen van een debiet.  </p><p><span style="letter-spacing: -0.01em;">De betere <b>industriële kogelkranen </b>maken gebruik van het principe van de zwevende kogel. Dit principe zorgt ervoor dat de afsluitende werking van de klep verhoogt bij stijgende mediumdruk. Een kogelkraan met zwevende kogel wordt vooral gekenmerkt door het feit dat ze één enkele centrale as heeft en waarbij de kogel in gesloten toestand enigszins vrij horizontaal kan bewegen tov de as en zich daarmee krachtiger of minder krachtig (ifv de mediumdruk) in de kogelzitting kan nestelen. De kogelzittingen moeten in dat geval voorzien zijn van een <b>elastomeer </b>backing ring. </span><span style="letter-spacing: -0.01em;">Op onderstaande afbeelding ziet u bij wijze van voorbeeld de industriële kogelkraan <b>GF type 546Pro</b> en hoe die opgebouwd is.</span></p><p><img loading="lazy" decoding="async" class="alignnone" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-2.54.23-PM.png" alt="schema voor kleppen" width="1654" height="704" /></p><p>Bij kogelkranen dient opgemerkt te worden, dat er een heel brede verscheidenheid aan types en kwaliteiten op de markt is, gaande van zeer eenvoudige types voor tuinbouw en aquaria tot zeer hoogwaardige types voor de chemische industrie.</p><p>Naast het wel of niet beschikken over een zwevende kogel, zijn er uiteraard nog veel andere verschillen die de kwaliteit of de toepassing zullen bepalen. Het kan dan gaan over:</p><ul><li>enkele of dubbele as-afdichting</li><li>monteer -en demonteerbaarheid van het binnenwerk van de klep (de kogel, de kogelzittingen, de spindel, de interne O-ringen)</li><li>diversiteit aan afdichtingsmaterialen (bij eenvoudige kranen voor water zijn dat veelal enkel <b>EPMD</b> en <b>NBR</b>, daar waar chemiekranen ook beschikbaar zijn met<b> FKM</b> en <b>FFKM</b>)</li><li>kogelzittingen in <b>PE</b> (voor eenvoudige types) of <b>PTFE</b> (voor chemiekranen)</li><li>vergrendelbaarheid van de klep</li><li>mogelijkheid voor elektrische positiemelding van de klep</li><li>het type schroefdraad waarop de bodywartels van de klep gemonteerd zijn</li><li>de mogelijkheid om al dan niet TAG nummering te voorzien</li><li>de mogelijkheid om afsluiters te <b>automatiseren</b> (elektrisch, pneumatisch)</li><li>de beschikbaarheid aan diverse kunststof materialen voor de klep: <b>PVC-U, PVC-C, ABS, PP, PVDF</b></li><li>de uitgevoerde fabricage-kwaliteitstesten en bijhorende certificaten</li><li>de beschikbare dichtheidstesten vanuit de fabriek en bijhorende certificaten (testen van volledige series versus eenvoudige monsternametests)</li><li> &#8230;</li></ul><p><span style="letter-spacing: -0.18px;">Enkele voorbeelden van verschillende kogelkraan types en hun voornaamste toepassingsdomeinen:</span></p><p><span style="letter-spacing: -0.18px;"><img loading="lazy" decoding="async" class="aligncenter wp-image-2574 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM.png" alt="verschillende types GF kleppen met toepassingen" width="1540" height="712" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM.png 1540w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM-300x139.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM-1024x473.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM-768x355.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM-1536x710.png 1536w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM-1170x540.png 1170w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.04.56-PM-370x171.png 370w" sizes="(max-width: 1540px) 100vw, 1540px" /></span></p><p>Het is sterk aan te bevelen om met uw fabrikant in gesprek te gaan over de specifieke toepassing waarvoor de afsluiter dienst zal moeten doen, teneinde de best mogelijke keuze te kunnen maken.</p>								</div>
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									<h3><strong>2. Membraanventiel</strong></h3><p><img loading="lazy" decoding="async" class="aligncenter wp-image-2575 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/681038.jpg" alt="Membraanafsluiter en 9 types kleppen en appendages die u als process engineer of installateur zeker moet kennen" width="870" height="870" srcset="https://gf-eez.com/wp-content/uploads/2020/08/681038.jpg 870w, https://gf-eez.com/wp-content/uploads/2020/08/681038-300x300.jpg 300w, https://gf-eez.com/wp-content/uploads/2020/08/681038-150x150.jpg 150w, https://gf-eez.com/wp-content/uploads/2020/08/681038-768x768.jpg 768w, https://gf-eez.com/wp-content/uploads/2020/08/681038-370x370.jpg 370w, https://gf-eez.com/wp-content/uploads/2020/08/681038-512x512.jpg 512w, https://gf-eez.com/wp-content/uploads/2020/08/681038-310x310.jpg 310w, https://gf-eez.com/wp-content/uploads/2020/08/681038-230x230.jpg 230w, https://gf-eez.com/wp-content/uploads/2020/08/681038-360x360.jpg 360w" sizes="(max-width: 870px) 100vw, 870px" /></p><p><b>Membraanafsluiters </b>zijn qua basisconcept erg eenvoudig; via een verticale neerwaartse beweging van een spindel (as) van de klep wordt het membraan op de zitting van de klep gedrukt om te sluiten. Bij het openen wordt exact de omgekeerde verticale beweging gemaakt. Het membraan wordt meestal uit <b>elastomeer </b>(EPDM, FKM of NBR) vervaardigd omwille van de benodigde flexibiliteit, maar kan voorzien worden van een tweede laag in <b>PTFE</b>, wanneer het getransporteerde medium dit vereist omwille van <b>chemische bestendigheidsredenen</b>. Membraanventielen zijn over &#8216;t algemeen bijzonder geschikt voor corrosieve, abrasieve en vervuilde vloeistoffen en worden gekenmerkt door een goede<b> inregelbaarheid qua debiet.</b></p><p><b>Kunststof membraanventielen</b> zijn echter niet full-bore (omwille van de schansvormige zitting), waardoor ze niet dezelfde doorstroomwaardes (Kv100) halen als kogelkranen. Niettemin, zijn er de afgelopen jaren grote inspanning geleverd op vlak van design, waardoor de Kv100 waardes een sterke inhaalbeweging gemaakt hebben. Het onderwerp mbt Kv100/doorstroming wordt in dit onderdeel… (link leggen) besproken. Hieronder vindt u alvast de opmerkelijke ontwerpverschillen tussen een klassiek membraanventiel (bv. <b>GF type 3-serie</b>) en een moderne versie (bv. <b>GF type 5-serie</b>). Let hierbij vooral op de vorm van zowel de behuizing (oud = vierkant versus nieuw = rond) als van de zitting (oud = erg verticale schans versus nieuw = sterk afgeronde en afgevlakte schans) en het feit, dat het moderne ontwerp geen gebruik meer maakt van corrosiegevoelige bouten.</p><p><em><span style="text-decoration: underline;">Tabel</span> met vergelijkende Kv100 waardes en ontwerp verschillen:</em></p><table width="463"><tbody><tr><td width="51"><p><strong>DN</strong></p></td><td width="137"><p><strong>Kv klassiek ontwerp  </strong><strong>[l/min @ </strong><strong>▲</strong><strong>P = 1bar]</strong></p></td><td width="137"><p><strong>Kv modern ontwerp  </strong><strong>[l/min @ </strong><strong>▲</strong><strong>P = 1bar]</strong></p></td><td width="137"><p><strong>Verbetering modern ontwerp tov klassiek ontwerp </strong><strong>[%]</strong></p></td></tr><tr><td width="51"><p>15</p></td><td width="137"><p>56 à 72</p></td><td width="137"><p>125</p></td><td width="137"><p>+74% à +123%</p></td></tr><tr><td width="51"><p>20</p></td><td width="137"><p>120 à 137</p></td><td width="137"><p>271</p></td><td width="137"><p>+98% à +126 %</p></td></tr><tr><td width="51"><p>25</p></td><td width="137"><p>175 à 230</p></td><td width="137"><p>481</p></td><td width="137"><p>+109% à +175 %</p></td></tr><tr><td width="51"><p>32</p></td><td width="137"><p>301 à 341</p></td><td width="137"><p>759</p></td><td width="137"><p>+123% à +152 %</p></td></tr><tr><td width="51"><p>40</p></td><td width="137"><p>418 à 460</p></td><td width="137"><p>1263</p></td><td width="137"><p>+175% à +202 %</p></td></tr><tr><td width="51"><p>50</p></td><td width="137"><p>685 à 768</p></td><td width="137"><p>1728</p></td><td width="137"><p>+125 % à +152%</p></td></tr><tr><td width="51"> </td><td width="137"> </td><td width="137"> </td><td width="137"> </td></tr></tbody></table><p><img loading="lazy" decoding="async" class="aligncenter wp-image-2581 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.39.08-PM.png" alt="Klassiek vs modern diafragma ventiel kleppen" width="1538" height="534" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.39.08-PM.png 1538w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.39.08-PM-300x104.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.39.08-PM-1024x356.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.39.08-PM-768x267.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.39.08-PM-1536x533.png 1536w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.39.08-PM-370x128.png 370w" sizes="(max-width: 1538px) 100vw, 1538px" /></p><p><img loading="lazy" decoding="async" class="alignnone wp-image-2577 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.28.06-PM.png" alt="klassiek vs modern membraanventiel" width="1396" height="410" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.28.06-PM.png 1396w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.28.06-PM-300x88.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.28.06-PM-1024x301.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.28.06-PM-768x226.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.28.06-PM-370x109.png 370w" sizes="(max-width: 1396px) 100vw, 1396px" /></p><p><em><span style="text-decoration: underline;">Hierboven</span>: klassiek ontwerp met vierkante behuizing en bouten (links) tov. modern rond ontwerp zonder bouten (rechts). Daaronder telkens een afbeelding van de flow. Hier wordt duidelijk dat de doorstroom van de vloeistof in de moderne behuizing vlotter is. </em></p><p><em style="letter-spacing: -0.01em;">Opbouw van een moderne membraanafsluiter (GF type 5-serie):</em></p><p><img loading="lazy" decoding="async" class="aligncenter wp-image-2582 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.46.18-PM.png" alt="Opbouw van een membraanafsluiter. 9 kleppen en appendages die u als process engineer of als installateur zeker moet kennen" width="1748" height="944" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.46.18-PM.png 1748w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.46.18-PM-300x162.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.46.18-PM-1024x553.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.46.18-PM-768x415.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.46.18-PM-1536x830.png 1536w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-3.46.18-PM-370x200.png 370w" sizes="(max-width: 1748px) 100vw, 1748px" /></p>								</div>
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									<h3><strong>3. Vlinderklep</strong></h3><p>Een <b>vlinderklep</b> wordt voornamelijk gekenmerkt door de centraal gelegen cirkelvormige schijf (ook vlinder genaamd). De as van de klep staat loodrecht op de richting van stroom in de buis. Over het algemeen zal de vlinder over een hoek van 90° draaien van open naar gesloten positie en vice versa. De vlinderklep vraagt weinig ruimte mbt de inbouwlengte en wordt vooral gebruikt voor open/dicht (On/Off) toepassingen, maar kan in bepaalde gevallen ook als <b>regelklep </b>(vooral in geautomatiseerde uitvoering) gebruikt worden.</p><p>Vlinderkleppen worden steeds tussen flenzen ingebouwd en zijn verkrijgbaar van <b>DN50 </b>mm. Het dient evenwel gezegd dat, gezien de omvang van de vlinder, de vlinderklep vooral een efficiënte werking heeft m.b.t. debiet in de grotere diameters vanaf pakweg <b>DN100</b>.</p><p>Vlinderkleppen bestaan, net als kogelkranen, in heel diverse types voor een brede waaier aan toepassingen, gaande van heel eenvoudig (tuinbouw, aquaria, eenvoudige watertoepassingen) tot zeer hoogwaardig (<b>chemische industrie</b>). De meest eenvoudige types maken gebruik van een elastomeer (<b>EPDM, FKM, NBR</b>) voering waarbinnen een centraal gelegen vlinder draait. Maar er bestaan ook types waarbij het afdichtend elastomeer bovenop de centraal gelegen vlinder gemonteerd zit. Beide types zijn eenvoudig qua concept en fabricage. Ze zijn dan ook voordelig aan te schaffen.</p><p>Ze hebben echter als nadeel dat zij, als gevolg van het permanent contact tussen vlinder, dichting en behuizing, meer frictie tussen deze drie onderdelen veroorzaken en daarbij dus meer bedieningskoppel vereisen en meer slijtage veroorzaken, wat de potentiële standtijd verlaagt. Daarom zijn deze types vlinderkleppen vooral geschikt voor diverse soorten zuiver water en minder tot niet geschikt voor uitgesproken chemische vloeistoffen of vloeistoffen die vaste deeltjes of smurrie bevatten (aanlading, ophoping, abrasie).</p><p><img loading="lazy" decoding="async" class="aligncenter wp-image-2584 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.26.53-PM.png" alt="Vlinderkleppen en 9 andere kleppen en appendages die u als process engineer of als installateur zeker moet kennen" width="1372" height="716" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.26.53-PM.png 1372w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.26.53-PM-300x157.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.26.53-PM-1024x534.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.26.53-PM-768x401.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.26.53-PM-370x193.png 370w" sizes="(max-width: 1372px) 100vw, 1372px" /></p><p><em><b>Vlinderklep met centraal gelegen vlinder</b> (links) en met <b>dubbel-excentrisch gelegen vlinder</b> (rechts).</em></p><p>Voor de meer veeleisende toepassingen bestaan er vlinderkleppen met dubbel excentrische as.  Dit betekent concreet, dat de as en de vlinder van de klep lichtjes uit het centrum van de klep staan, zowel vanuit de diameter van de klep bekeken als vanuit inbouwlengte. In dit geval zal de vlinder bij het openen en sluiten een niet-gecenterde rotatieve beweging maken, waarbij de vlinder en de profielafdichting op de binnenkant van de behuizing slechts in de laatste 7° à 9° van het sluiten (of de eerste 7° à 9° bij het openen) contact maken. De vlinder zal zich bij het sluiten ook eerder in de profieldichting duwen, veeleer dan deze te belasten door frictie.</p><p><strong> <img loading="lazy" decoding="async" class="aligncenter wp-image-2586 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.30.14-PM.png" alt="Doorsnede van een vlinderklep met dubbel excentrisch gelegen vlinder" width="1398" height="708" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.30.14-PM.png 1398w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.30.14-PM-300x152.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.30.14-PM-1024x519.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.30.14-PM-768x389.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.30.14-PM-370x187.png 370w" sizes="(max-width: 1398px) 100vw, 1398px" /></strong></p><p><em>Doorsnede van een vlinderklep met dubbel excentrisch gelegen vlinder.</em></p><p>In het geval (links), wanneer maximale sluitveiligheid en/of verhoogde bescherming tegen drukstoten aan orde is, zullen we de klep zodanig monteren dat ze afsluit met de stromingsrichting mee. In het andere geval (rechts), wanneer vooral een nog lager bedieningskoppel verwacht wordt, zullen we de klep eerder tegen de stromingszin laten sluiten. Over de effecten van de ene of andere manier van monteren kan u altijd best de fabrikant raadplegen.</p><p>Vlinderkleppen kunnen zich verder nog van elkaar onderscheiden op het vlak van bediening- en montage:</p><p>Bediening:</p><ul><li style="list-style-type: none;"><ul><li>Klassieke hendel (per 5° à 10° verstelbaar, afhankelijk van de fabrikant)</li><li>Traploos instelbare hendel (fabrikantafhankelijk</li><li>Wormwielaandrijving</li></ul></li></ul><p>Montage:</p><ul><li style="list-style-type: none;"><ul><li style="list-style-type: none;"><ul><li>&#8220;Wafer type&#8221; (versie zonder getapte boutgaten)</li><li>&#8220;Lug type&#8221; (versie met getapte boutgaten)</li></ul></li></ul></li></ul><p><img loading="lazy" decoding="async" class="aligncenter wp-image-2587 size-full" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.40.13-PM.png" alt="Wafer type en Lug type vlinderkleppen" width="1772" height="576" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.40.13-PM.png 1772w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.40.13-PM-300x98.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.40.13-PM-1024x333.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.40.13-PM-768x250.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.40.13-PM-1536x499.png 1536w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-4.40.13-PM-370x120.png 370w" sizes="(max-width: 1772px) 100vw, 1772px" /></p><p><em>Van links naar rechts: &#8220;Wafer type&#8221; met klassieke hendel, traploos instelbare hendel, wormwielaandrijving en &#8220;Lug type&#8221;.</em></p>								</div>
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									<h3><strong>4. Drukregelventiel</strong></h3><p><img loading="lazy" decoding="async" class="size-full wp-image-2381" src="https://gf-eez.com/wp-content/uploads/2020/06/GF-V852.jpg" alt="" width="1385" height="725" srcset="https://gf-eez.com/wp-content/uploads/2020/06/GF-V852.jpg 1385w, https://gf-eez.com/wp-content/uploads/2020/06/GF-V852-300x157.jpg 300w, https://gf-eez.com/wp-content/uploads/2020/06/GF-V852-1024x536.jpg 1024w, https://gf-eez.com/wp-content/uploads/2020/06/GF-V852-768x402.jpg 768w, https://gf-eez.com/wp-content/uploads/2020/06/GF-V852-370x194.jpg 370w" sizes="(max-width: 1385px) 100vw, 1385px" /></p><p><b>Drukregelventielen </b>gaan, gebruik makend van de beschikbare mediumdruk en een heel specifieke interne constructie, de mediumdruk bijregelen, zonder daarbij hulp te krijgen van een gemotoriseerde aandrijving. We onderscheiden over het algemeen drie verschillende types mbt de specifieke werking:</p><ul><li>De inkomende mediumdruk regelen (veelal drukhoudventiel genoemd)</li><li>De uitgaande mediumdruk regelen (veelal drukreduceerventiel genoemd)</li><li>Het vermijden van overdruk in bepaalde secties van leidingen</li></ul><p>Op de afbeelding hierboven vinden we het voorbeeld van een drukreduceerventiel <b>GF type V582</b>. Let op de symbooltjes die een variabele inkomende druk suggereren en een stabiele instelbare uitgaande druk. Voor een <b>drukbehoudventiel</b> is de situatie uiteraard omgekeerd. Het spreekt ook voor zich, dat de stromingsrichting doorheen het ventiel belangrijk is. De fabrikant duidt dit aan dmv een richtingaangevend pijltje op het lichaam van het ventiel.</p><p>Concreet komt de algemene werking van een drukregelventiel erop neer, dat we eerst via een veer bovenaan het ventiel de specifiek gewenste druk gaan instellen, dewelke via een manometer (soms op de leiding, soms op het ventiel zelf) kan nagekeken worden. Door de specifieke weg die het medium doorheen het ventiel moet volgen, gecombineerd met de ingestelde veerdruk en de specifieke locatie van het <b>regelmembraan</b> in het ventiel, zal het ventiel automatisch de optredende en ongewenste drukvariaties in het medium compenseren. </p><h4><strong>Membraan of cartridges</strong></h4><p>Op de markt bestaan types die met een klassiek membraan werken en types die eerder met verwisselbare <b>pastilles</b>/<b>cartridges</b> werken. Dit laatste heeft als voordeel, dat door het eenvoudig verwisselen van de pastille, de werking als drukhoud-of <b>drukreduceerventiel</b> kan gewisseld worden. Ook zijn eventuele herstellingen sneller en correcter uitvoerbaar, doordat montage en demontage van de onderdelen veel eenvoudiger is (de kap van de klep is via een schroefverbinding op het lichaam van de klep gemonteerd) en minder gevoelig inzake potentiële foutenlast. Omwille van constructieredenen zijn versies met verwisselbare pastilles veelal beperkt tot DN50 mm. In de grotere afmetingen wordt met een klassiek membraan gewerkt en zijn de lichaamsonderdelen van de klep via metalen bouten onderling verbonden. Over de werking van een drukregelventiel inzake het vermijden van overdruksituaties vindt u meer informatie terug in <a href="https://gf-eez.com/wat-zijn-drukregelventielen-of-prv-valves-en-waarvoor-worden-ze-gebruikt/">dit artikel over het gebruik van PRV&#8217;s</a>. </p><p>Hieronder ziet u twee <b>doorsnedes</b>. Merk hierbij op, dat de algemene constructie van de klep identiek is, maar het verschil in werking zich concentreert rond de verwisselbare pastille.</p><p><img loading="lazy" decoding="async" class="aligncenter size-full wp-image-2593" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.44.28-PM.png" alt="Drukhoudventiel met verwisselbare pastille ter vervanging van het membraan, met daarnaast doorsnede van een drukreduceerventiel" width="1834" height="536" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.44.28-PM.png 1834w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.44.28-PM-300x88.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.44.28-PM-1024x299.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.44.28-PM-768x224.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.44.28-PM-1536x449.png 1536w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.44.28-PM-370x108.png 370w" sizes="(max-width: 1834px) 100vw, 1834px" /></p><p>De constructie van een drukregelventiel in <b>DN65-DN100</b> ziet er behoorlijk anders uit, zoals u op onderstaande afbeelding kan opmerken. Hier wordt gebruik gemaakt van een ander soort membraan en dito piston.</p><p><img loading="lazy" decoding="async" class="aligncenter size-full wp-image-2595" src="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.47.41-PM.png" alt="Doorsnede van een drukhoudventiel " width="1792" height="1062" srcset="https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.47.41-PM.png 1792w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.47.41-PM-300x178.png 300w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.47.41-PM-1024x607.png 1024w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.47.41-PM-768x455.png 768w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.47.41-PM-1536x910.png 1536w, https://gf-eez.com/wp-content/uploads/2020/08/Screen-Shot-2020-08-14-at-5.47.41-PM-370x219.png 370w" sizes="(max-width: 1792px) 100vw, 1792px" /></p><p>Het selecteren van het juiste ventiel voor een specifieke toepassing is van groot belang. Niet enkel om redenen van compatibiliteit op materiaalniveau mbt het medium en de temperatuur/druk, maar ook op vlak van het juiste werkingstype en inzake de juiste afmeting. Dit laatste aspect wordt heel vaak over het hoofd gezien, waarbij men al te gauw dezelfde diameter voor de klep kiest als voor de leiding, wat vaak leidt tot een slechte werking van het ventiel en het <b>regelproces</b>. <a href="https://www.gfps.com/country_BE/nl/support_and_services/online_tools/valve_sizing_tool.html">Hoe het juiste ventiel gekozen wordt, kan u bekijken via deze tool</a><b>.</b></p>								</div>
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									<h3 style="letter-spacing: -0.18px;"><strong>5. Ventilatieklep en ventilatie-ontluchtingsklep</strong></h3><p style="letter-spacing: -0.18px;">Deze kleppen zorgen voor ontluchting van <b>leidingsystemen </b>en tanks. De ventilatieklep wordt overal gebruikt waar een veilige en gecontroleerde luchttoevoer moet worden gewaarborgd. Daarnaast voorkomt ze ook overloop van het medium. Dankzij een recente innovatie in de vlotter is de klep nog betrouwbaarder geworden. De vlotter heeft de contouren van een bolvormig oppervlak in de afdichtingszone en is volledig uitgelijnd met de afdichtring. De dubbele lager van de vlotter voorkomt bovendien dat deze vastloopt, zelfs bij zeer snelle sluitbewegingen.</p><h3 style="letter-spacing: -0.18px;"><strong>6. Kegelterugslagklep</strong></h3><p style="letter-spacing: -0.18px;">Een controlekegel die het terugstromen van media voorkomt, vormt de kern van de nieuwe generatie kleppen. De geoptimaliseerde stromingsgeometrie herleidt de stromingsweerstand en het drukverlies tot een minimum. Dankzij een nieuwe afdichtingzone en een speciaal ontworpen profielafdichting, is de klep compleet afgedicht, zelfs met zeer snelle sluitbewegingen. De controlekegel heeft de vorm van een bol in de afdichtingszone. De dubbele lager van de kegel voorkomt ook vastlopen. Storingen zijn dus uitgesloten.</p><h3 style="letter-spacing: -0.18px;"><strong>7. Wafer type terugslagklep</strong></h3><p style="letter-spacing: -0.18px;">Als een medium in de stroomrichting stroomt, gaat de schijf van de <b>waferterugslagklep </b>open en laat zo stroming toe in de bedoelde richting. Als de gemiddelde druk onder een bepaalde limiet daalt, sluit de wafer opnieuw af.</p><h3 style="letter-spacing: -0.18px;"><strong>8. In-line terugslagklep met schuine zitting</strong></h3><p style="letter-spacing: -0.18px;">De hoekzitting-terugslagklep heeft een plunjer, die is opgesteld in het midden van de klep en drukt op een platte stempel of zitplaats. De klep gaat open zodra de stroom van het medium de kegel omhoog duwt.</p><h3 style="letter-spacing: -0.18px;"><strong>9. Doorstroom type debietmeter</strong></h3><p style="letter-spacing: -0.18px;">Een debietmeter met variabel oppervlak bestaat uit een <b>conische buis</b> waarin het medium van onder naar boven kan binnenstromen. In de <b>kegelpijp </b>is een <b>verticaal bewegende vlotter</b>. Als een medium met voldoende stroomsnelheid naar boven door de verticaal gemonteerde conische buis stroomt, wordt de vlotter opgetild tot het punt waarop een toestand van evenwicht is tussen de hefkracht van het medium en het gewicht van de vlotter. Omdat het gemiddelde debiet evenredig is met de hoeveelheid die per eenheid doorstroomt binnen een bepaalde tijdspanne, komt de evenwichtstoestand overeen met de meting van het debiet op dat moment.</p>								</div>
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									<p>Verken onze sectie gewijd aan <a href="https://gf-eez.com/category/kleptechniek/">Kleptechniek</a> om meer te weten te komen over de werking en gevarieerde toepassingen van de verschillende kleppen.</p><p>Als u vragen hebt over de getoonde kleppen of appendages, aarzel dan niet om contact op te nemen met onze experts. Zij zullen uw vragen met plezier beantwoorden.</p>								</div>
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		<p>L’article <a href="https://gf-eez.com/9-veel-voorkomende-types-kleppen-en-appendages/">9 veel voorkomende types kleppen en appendages</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<title>Druktestmethoden</title>
		<link>https://gf-eez.com/comment-faire-des-tests-de-pressions-et-de-fuites-dune-installation/</link>
					<comments>https://gf-eez.com/comment-faire-des-tests-de-pressions-et-de-fuites-dune-installation/#respond</comments>
		
		<dc:creator><![CDATA[Greg Drossart]]></dc:creator>
		<pubDate>Mon, 15 May 2023 13:55:34 +0000</pubDate>
				<category><![CDATA[Experten]]></category>
		<guid isPermaLink="false">https://gf-eez.com/comment-faire-des-tests-de-pressions-et-de-fuites-dune-installation/</guid>

					<description><![CDATA[<p>Hoe voer je druk- en lektests uit? Hier volgt een overzicht van de verschillende beschikbare testmethoden voor druk of lekkage Er zijn een aantal internationale en nationale normen en richtlijnen beschikbaar voor druk- en lektests. Daardoor is het vaak niet eenvoudig om de toepasselijke testprocedure en bijvoorbeeld de testdruk te vinden.&#160; Het doel van een &#8230;</p>
<p>L’article <a href="https://gf-eez.com/comment-faire-des-tests-de-pressions-et-de-fuites-dune-installation/">Druktestmethoden</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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					<h1 class="elementor-heading-title elementor-size-default"><b>Hoe voer je druk- en lektests uit?</b></h1>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Hier volgt een overzicht van de verschillende beschikbare <b>testmethoden</b> voor <b>druk</b> of <b>lekkage</b></h2>				</div>
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									<p>Er zijn een aantal internationale en nationale normen en richtlijnen beschikbaar voor <b>druk- en lektests</b>.</p>
<p>Daardoor is het vaak niet eenvoudig om de toepasselijke testprocedure en bijvoorbeeld de testdruk te vinden.&nbsp;</p>
<p><span style="letter-spacing: -0.01em;">Het doel</span> van een <b style="letter-spacing: -0.01em;">druktest</b> <span style="letter-spacing: -0.01em;">is :</span></p>
<p>&#8211; zorg ervoor dat de pijp <b>drukbestendig</b> is<br><span style="letter-spacing: -0.01em;">&#8211; om de</span> <b style="letter-spacing: -0.01em;">lekdichtheid</b> van de vloeistoftest aan te <span style="letter-spacing: -0.01em;">tonen</span>.</p>
<p>Over het algemeen wordt de druktest uitgevoerd als een <b>waterdruktest</b> en alleen in uitzonderlijke gevallen (rekening houdend met speciale veiligheidsmaatregelen) als een <b>gasdruktest</b> met lucht of stikstof.</p>
<p>De volgende vergelijking probeert het verschil duidelijk te maken tussen water en lucht als testmedium: Water is een onsamendrukbaar medium, wat betekent dat als een <b>PVDF-buis</b> met een diameter van 1 m (d160) wordt blootgesteld aan een druk van 3 bar, dit een energie oplevert van ongeveer 1 joule. Lucht<br>daarentegen is een samendrukbaar medium. Dezelfde slang met een testdruk van 3 bar slaat al 5.000 joule aan energie op. Bij een storing tijdens de druktest zou de met water gevulde pijp 0,02 m springen in vergelijking met de met lucht gevulde pijp, die 110 m zou springen.</p>
<h3><span style="text-decoration: underline;"><b>Hoe gedragen kunststoffen zich als ze breken?</b></span></h3>
<p>Thermoplastische materialen gedragen zich anders bij breuk. PE&nbsp;<a href="https://gf-eez.com/bepaal-in-3-stappen-welk-buismateriaal-u-nodig-hebt-voor-corrosieve-vloeistoffen/" target="_blank" rel="noopener">en PB vertonen bijvoorbeeld ductiel gedrag</a> &nbsp;(en ABS iets minder), zodat brosse breuk niet kan optreden.</p>
<p>Toch moeten de volgende voorzorgsmaatregelen in acht worden genomen tijdens de druktest. Zoals hierboven vermeld, is de druktest de eerste belasting die op de buis wordt uitgeoefend en is deze bedoeld om eventuele bestaande fouten in de behandeling (bv. onvoldoende smelten) aan het licht te brengen.</p>
<p><b>Gasdichtheid</b> kan niet worden aangetoond door een waterdruktest, zelfs niet als de druk tijdens de test wordt verhoogd!</p>
<h3><strong><span style="text-decoration: underline;"><span style="font-size: 16.0pt; line-height: 107%;">Druktest met water of een soortgelijke onsamendrukbare vloeistof</span></span></strong></h3>
<p>De druktest wordt uitgevoerd wanneer het installatiewerk is voltooid en veronderstelt een operationele pijpleiding of operationele testsecties. De <b>testdrukbelasting</b> is bedoeld als <b>experimenteel bewijs van veilige werking</b>.</p>
<p>De testdruk is niet gebaseerd op de bedrijfsdruk, maar op de interne <b>drukbelastbaarheid</b>, gebaseerd op de <b>wanddikte van de pijp.</b></p>
<p>Addendum 2 van DVS 2210-1 vormt de basis voor de volgende informatie. Het vervangt volledig de gegevens in DVS 2210-1. De wijzigingen werden noodzakelijk omdat de referentiewaarde &#8220;<b>nominale druk (ND)</b>&#8221; steeds minder wordt gebruikt om de testdruk te bepalen (1,5 x ND, of 1,3 x ND) en wordt vervangen door SDR. Bovendien<br>kan een kortstondige overbelasting of zelfs een verkorting van de levensduur optreden als de nominale drukreferentiewaarde wordt overschreden.</p>
<p>Een kortstondige overbelasting of zelfs een verkorting van de levensduur kan optreden als de <b>buiswandtemperatuur TR = 20 °C</b> met meer dan 5 °C wordt overschreden tijdens de druktest op basis van de nominale druk.</p>
<p>De testdrukken worden daarom bepaald als functie van de SOA en de buiswandtemperatuur. De 100-h-waarde uit het langetermijngedragdiagram wordt gebruikt voor de testdruk.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><b><u>Testparameters</u></b></h2>				</div>
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									<p class="MsoNormal">De volgende tabel toont de aanbevolen methoden voor het uitvoeren van de druktest.</p>
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					<h2 class="elementor-heading-title elementor-size-default"><b><u>Pre-test</u></b></h2>				</div>
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									<p class="MsoNormal">De pre-test wordt gebruikt om het leidingsysteem voor te bereiden op de eigenlijke test (hoofdtest). Tijdens de voorbereidende test ontwikkelt zich in het <a style="background-color: #ffffff; letter-spacing: -0.01em;" href="https://www.gfps.com/fr-be/products-solutions/systems.html" target="_blank" rel="noopener">leidingsysteem</a> een evenwicht tussen spanning en expansie gekoppeld aan een toename van het volume.</p>
<p class="MsoNormal">Er treedt een materiaalgerelateerde drukdaling op, waardoor herhaaldelijk pompen nodig is om de testdruk te herstellen en vaak ook het opnieuw <b>vastdraaien van de bouten</b> van de flensverbinding.</p>
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<p class="MsoNormal">De richtlijnen voor een drukval door uitzetting in een pijp zijn als volgt:</p>
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															<img loading="lazy" decoding="async" width="204" height="176" src="https://gf-eez.com/wp-content/uploads/2023/05/test-pression-fuite-3-1.png" class="attachment-large size-large wp-image-6688" alt="comparatif de méthode de test en fonction du test de pression et de fuite" />															</div>
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					<h2 class="elementor-heading-title elementor-size-default"><b><u>Hoofdtest</u></b></h2>				</div>
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									<p class="MsoNormal">In de hoofdtest kan een veel lagere <b>drukval</b> worden verwacht bij constante buiswandtemperaturen, zodat er niet opnieuw gepompt hoeft te worden. </p>
<p class="MsoNormal">Controles kunnen voornamelijk gericht zijn op het <b>opsporen van lekken bij flensverbindingen</b> en eventuele veranderingen in de positie van de pijp.</p>
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		<p>L’article <a href="https://gf-eez.com/comment-faire-des-tests-de-pressions-et-de-fuites-dune-installation/">Druktestmethoden</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<title>Wat is een geautomatiseerde regelklep ?</title>
		<link>https://gf-eez.com/wat-is-een-geautomatiseerde-regelklep/</link>
					<comments>https://gf-eez.com/wat-is-een-geautomatiseerde-regelklep/#respond</comments>
		
		<dc:creator><![CDATA[Joeri Tomas Fahim]]></dc:creator>
		<pubDate>Sat, 15 Apr 2023 13:40:46 +0000</pubDate>
				<category><![CDATA[Aandrijvingen]]></category>
		<category><![CDATA[Kleptechniek]]></category>
		<category><![CDATA[kleppen]]></category>
		<category><![CDATA[Meest gelezen]]></category>
		<category><![CDATA[regelklep]]></category>
		<guid isPermaLink="false">http://gf-eez.com/?p=3107</guid>

					<description><![CDATA[<p>Een geautomatiseerde regelklep wordt voornamelijk in de procesindustrie gebruikt om een procesvariabele binnen een bepaald gewenst bereik te houden en zo de kwaliteit van het eindproduct te kunnen garanderen.   Dit wordt gedaan aan de hand van een regelkring waarin de volgende componenten worden gebruikt: sensor, transmitter, controller en regelklep. Hoe werkt deze gesloten regelkring? &#8230;</p>
<p>L’article <a href="https://gf-eez.com/wat-is-een-geautomatiseerde-regelklep/">Wat is een geautomatiseerde regelklep ?</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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									<h3>Een <b>geautomatiseerde regelklep</b> wordt voornamelijk in de <b>procesindustrie</b> gebruikt om een procesvariabele binnen een bepaald gewenst bereik te houden en zo de kwaliteit van het eindproduct te kunnen garanderen.</h3><h3> </h3><h3>Dit wordt gedaan aan de hand van een <b>regelkring </b>waarin de volgende componenten worden gebruikt: <b>sensor, transmitter, controller en regelklep.</b></h3>								</div>
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															<img loading="lazy" decoding="async" width="532" height="459" src="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-1.png" class="attachment-large size-large wp-image-3125" alt="geautomatiseerde regelklep schema" srcset="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-1.png 532w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-1-300x259.png 300w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-1-370x319.png 370w" sizes="(max-width: 532px) 100vw, 532px" />															</div>
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					<h2 class="elementor-heading-title elementor-size-default"><h2>Hoe werkt deze gesloten regelkring?</h2></h2>				</div>
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									<p>De sensor verzamelt informatie over de procesvariabele en de transmitter vertaalt deze naar een bruikbaar signaal, voorziet eventueel een visualisatie en stuurt deze door naar de controller.</p><p>De controller dat een <b>PLC, SCADA- of DCS-systeem</b> kan zijn, zal deze informatie verder verwerken en berekenen wat er moet gebeuren om het gewenste setpunt te bereiken.</p><p>Hierna wordt vanuit de controller de regelklep aangestuurd en zal het openingspercentage van de regelklep worden bepaald. Afhankelijk van de gemeten procesvariabele en de gewenste procesvariabele zal de controller de regelklep op een hoger, lager of gelijk openingspercentage houden. Op deze manier wordt de procesvariabele gemanipuleerd en op de gewenste waarde gehouden.</p>								</div>
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									<p>Een regelklep bestaat uit 3 hoofdcomponenten:</p><ul><li>Positioner of <b>klepstandsteller</b></li><li><b>Actuator</b> of aandrijving</li><li>Valve body of <b>kleplichaam</b></li></ul>								</div>
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									<p>De positioner of klepstandsteller ontvangt het elektrisch signaal van de controller. Dit elektrisch signaal hangt af van het communciatieprotocol van de controller en kan een van de volgende signalen zijn:  4-20 mA analoog elektrisch signaal (met of zonder HART) of een digitaal signaal via Modbus, Profibus, Profinet of Foundation Fieldbus. De positioner zet het signaal om en stuurt de aandrijving van de klep aan.</p><p>De <b>actuator </b>of aandrijving is de <b>motor van de klep</b>. Deze zal een kracht (lineaire beweging of moment) (roterende beweging) overbrengen naar het mechanisch gedeelte van de klep zodat de klep open, dicht of in een tussenpositie komt te staan. Er bestaan 3 soorten aandrijvingen: <b>Pneumatisch, elektrisch of hydraulisch</b>. De positioner stuurt afhankelijk van de energiebron van de aandrijving een pneumatisch, elektrisch of hydraulisch signaal naar de aandrijving.</p><p>De valve body of het kleplichaam is het gedeelte van de klep dat in de pijpleiding gemonteerd staat en deze is in directe mechanische verbinding met de aandrijving.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><h2>Hoe wordt de juiste klep gekozen?</h2></h2>				</div>
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									<p>Voor het correct dimensioneren en selecteren van een <a href="https://gf-eez.com/9-veel-voorkomende-types-kleppen-en-appendages/">regelklep </a>zijn een aantal belangrijke gegevens nodig.</p><p>Deze zijn de volgende:</p><ul><li>Debieten (Q)</li><li>naam van het medium en concentratie of samenstelling</li><li><b>massadichtheid</b> (in geval van vloeistof), <b>moleculair</b> <b>gewicht</b> (in geval van gas) of specifieke graviteit (SG)</li><li>procestemperatuur en designtemperatuur van het medium</li><li>ingangsdruk en uitgangsdruk van de klep (P1 &amp; P2) alsook de designdruk van het proces</li><li>soort aandrijving en gewenste faalactie</li><li><b>pijpleidingdiameter</b>, materiaal van de pijpleiding, <b>drukklasse </b>en gewenste connectie</li><li>input signaal positioner</li></ul><p>Indien de leidingdiameter nog niet bepaald is, kan deze aan de hand van de volgende formule bepaald worden:</p>								</div>
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									<p style="margin-bottom: .0001pt;">di= interne leidingdiameter (mm)</p>
<p style="margin-bottom: .0001pt;">Q= debiet (m³/h)</p>
<p style="margin-bottom: .0001pt;"><span style="letter-spacing: -0.01em;">v= snelheid medium (m/s)</span></p>
<p style="margin-bottom: .0001pt;"> </p>								</div>
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									<p>De snelheid van het medium wordt benaderd afhankelijk van het type leiding en de toestand van het medium.</p><p>Standaard waardes voor snelheid zijn:</p><p><span style="text-decoration: underline;"><b>Vloeistoffen</b></span></p><p>v = 0.5 – 1.0 m/s voor aanzuigleidingen</p><p>v = 1.0 – 3.0 m/s voor drukleidingen</p><p><span style="text-decoration: underline;"><b>Gassen</b></span></p><p>v = 10 – 30 m/s</p>								</div>
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									<p style="margin-bottom: .0001pt; ; mso-background-themecolor: accent1; mso-background-themetint: 51;">Voorbeeldberekening:</p>
<p style="margin-bottom: .0001pt; ; mso-background-themecolor: accent1; mso-background-themetint: 51;">Drukleiding water</p>
<p style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;">Q= 14 m³/h</p>
<p style="margin-bottom: .0001pt; ; mso-background-themecolor: accent1; mso-background-themetint: 51;"><span style="letter-spacing: -0.01em;"> </span></p>
<p style="margin-bottom: .0001pt; ; mso-background-themecolor: accent1; mso-background-themetint: 51;"><span style="letter-spacing: -0.01em;">v= 2m/s</span></p>
<p style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;"> </p>
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<p class="Default" style="; mso-background-themecolor: accent1; mso-background-themetint: 51;"><span style="font-size: 11.0pt; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial;">De gekozen leiding wordt dan een DN50.</span></p>								</div>
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															<img loading="lazy" decoding="async" width="224" height="67" src="https://gf-eez.com/wp-content/uploads/2021/04/geautomatiseerde-regelklep-formule-picture-4.jpg" class="attachment-2048x2048 size-2048x2048 wp-image-3128" alt="regelklep formule" />															</div>
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									<p>Vaak wordt een regelklep een maat kleiner dan de leiding gekozen maar dit is geen volledige benadering.</p><p>Het correct dimensioneren van een <b>regelklep</b> is van groot belang. De capaciteit van een klep wordt uitgedrukt via de <b>Kv-waarde</b> (in Europa) of de <b>Cv-waarde</b> (in de rest van de wereld). Deze wordt berekend via de volgende gesimplificeerde formule:</p>								</div>
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															<img loading="lazy" decoding="async" width="132" height="63" src="https://gf-eez.com/wp-content/uploads/2021/04/geautomatiseerde-regelklep-formule-picture-5.jpg" class="attachment-large size-large wp-image-3129" alt="geautomatiseerde regelklep formule" />															</div>
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									<p>Dit is de experimenteel bepaalde capaciteit gerealiseerd door een klep voor een specifieke opening bij een <b>drukverlies </b>van 1 bar met als medium water bij een temperatuur van 5 tot 40°C. Deze capaciteit wordt uitgedrukt in m³/h of l/min.</p>								</div>
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															<img loading="lazy" decoding="async" width="217" height="115" src="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-6.png" class="attachment-large size-large wp-image-3130" alt="" />															</div>
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									<p>Hieronder vindt u een voorbeeld van de flowkarakteristiek van <b>het type 546 pro kogelkraan in DN40:</b></p>								</div>
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															<img loading="lazy" decoding="async" width="1024" height="602" src="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-7-1024x602.png" class="attachment-large size-large wp-image-3131" alt="regelklep opening angle" srcset="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-7-1024x602.png 1024w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-7-300x176.png 300w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-7-768x452.png 768w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-7-370x218.png 370w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-7.png 1270w" sizes="(max-width: 1024px) 100vw, 1024px" />															</div>
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									<p class="MsoNormal">Aan de hand van de opgegeven procescondities kan de Kv-waarde berekend en vergeleken worden met de <b>flowkarakteristiek </b>van de klep die men wenst. Deze conditie moet binnen het regelbereik (groene gebied van de curve) liggen van de klep. Voor een goede dimensionering ligt dit tussen 20 en 80 graden <b>opening van de klep</b>.</p><p class="MsoNormal">Indien de berekende Kv-waarde van de procesconditie onder 20 graden ligt, valt deze buiten het regelbereik van de klep en wordt beter een kleinere klep geselecteerd. Onder 20 graden opening kan een onstabiele regeling ontstaan wat trillingen kan veroorzaken met mogelijke schade aan de klep of leiding tot gevolg.</p><p class="MsoNormal">Indien de berekende Kv-waarde van de procesconditie boven 80 graden opening ligt, zal er ook een onstabiele regeling ontstaan met mogelijkheid tot cavitatieschade, verhoogde vibraties en geluidsniveaus tot gevolg. Er wordt best een grotere maat van klep geselecteerd. </p>								</div>
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									<p class="MsoNormal" style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;">Voorbeeldberekening:</p>
<p class="MsoNormal" style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;">Waterleiding DN50</p>
<p class="MsoNormal" style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;">P1= 3 bar(g)</p>
<p class="MsoNormal" style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;">P2= 2 bar(g)</p>
<p class="MsoNormal" style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;">Q= 14 m³/h</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt;; mso-background-themecolor: accent1; mso-background-themetint: 51;">SG=1</p>								</div>
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															<img loading="lazy" decoding="async" width="193" height="87" src="https://gf-eez.com/wp-content/uploads/2021/04/geautomatiseerde-regelklep-formule-picture-8.jpg" class="attachment-large size-large wp-image-3132" alt="" />															</div>
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									<p class="MsoNormal" style="margin-bottom: .0001pt; ; mso-background-themecolor: accent1; mso-background-themetint: 51;">Als aanname voor de klepdiameter wordt een maat kleiner dan de leidingdiameter gekozen dus <b>DN40.</b></p><p class="MsoNormal" style="margin-bottom: .0001pt; ; mso-background-themecolor: accent1; mso-background-themetint: 51;">Uit de flowkarakteristiek van de <b>DN40 546 pro</b> (zie curve) blijkt dat de Kv-waarde overeenkomt met een opening van 50° hetgeen mooi in het regelbereik van de kogelkraan ligt.</p>								</div>
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									<p>De volgende zaken bepalen mee de keuze van het type klep:</p><ul><li>dampdruk (gasvorming of niet)</li><li>viscositeit</li><li>aanwezigheid van partikels en/of kristallisatie van het medium</li><li>omgevingsparameters</li><li>aanwezigheid van vacuumcondities</li></ul><p>De mogelijke types kleppen binnen het <b>GF</b> portfolio voor een regeltoepassing zijn de volgende:</p><ul><li><b><a href="https://www.gfps.com/nl-be/products-solutions/valves/plastic-valves/ball-valves.html">kogelkranen</a></b></li><li><b><a href="https://www.gfps.com/nl-be/products-solutions/valves/plastic-valves/diaphragm-valves.html">membraankleppen</a></b></li><li><b><a href="https://www.gfps.com/nl-be/products-solutions/valves/plastic-valves/butterfly-valves.html">vlinderkleppen</a></b></li></ul><p>Hieronder vindt u 2 tabellen die een overzicht geven over de meest geschikte klep bij enkele specifieke toepassingen:</p>								</div>
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															<img loading="lazy" decoding="async" width="814" height="287" src="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-9.png" class="attachment-large size-large wp-image-3133" alt="tabel voor klep toepassingen" srcset="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-9.png 814w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-9-300x106.png 300w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-9-768x271.png 768w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-9-370x130.png 370w" sizes="(max-width: 814px) 100vw, 814px" />															</div>
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															<img loading="lazy" decoding="async" width="800" height="307" src="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-10.png" class="attachment-large size-large wp-image-3134" alt="tabel voor klep toepassingen" srcset="https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-10.png 800w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-10-300x115.png 300w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-10-768x295.png 768w, https://gf-eez.com/wp-content/uploads/2021/04/Geautomatiseerde-regelklep-picture-10-370x142.png 370w" sizes="(max-width: 800px) 100vw, 800px" />															</div>
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					<h2 class="elementor-heading-title elementor-size-default"><h2>Welke zijn de mogelijke toepassingen?</h2></h2>				</div>
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									<p>In elke toepassing waar <b>vloeistoffen of gassen in een pijpleiding getransporteerd</b> worden en een bepaalde procesvariabele nauwkeurig onder controle moet gehouden worden, biedt een <b>geautomatiseerde regelklep </b>de oplossing.</p><p>De procesvariabele dat onder controle moet worden gehouden kunnen 1 van de volgende zijn: debiet, druk, temperatuur, zuurtegraad (ph), niveau, geleidbaarheid en meer.</p><h3>Voorbeelden van toepassingen:</h3>								</div>
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									<p>Voor meer informatie over regelkleppen gaat u naar de categorie <a href="https://gf-eez.com/category/kleptechniek/">Kleptechniek</a>.</p>
<p><span style="letter-spacing: -0.01em;">Bezoek onze <a href="https://www.gfps.com/nl-be.html">GF Piping Systems website</a> of <b>neem contact op met een van onze experts</b> voor meer informatie over onze oplossingen.</span><br></p>								</div>
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		<p>L’article <a href="https://gf-eez.com/wat-is-een-geautomatiseerde-regelklep/">Wat is een geautomatiseerde regelklep ?</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">3107</post-id>	</item>
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		<title>Automatisering van wateroplossingen bij EKOPAK</title>
		<link>https://gf-eez.com/automatisering-van-wateroplossingen-bij-ekopak/</link>
					<comments>https://gf-eez.com/automatisering-van-wateroplossingen-bij-ekopak/#respond</comments>
		
		<dc:creator><![CDATA[David Boonen]]></dc:creator>
		<pubDate>Wed, 05 Apr 2023 08:59:51 +0000</pubDate>
				<category><![CDATA[Cases]]></category>
		<category><![CDATA[cases]]></category>
		<category><![CDATA[drinkwater]]></category>
		<category><![CDATA[watertechnologie]]></category>
		<guid isPermaLink="false">https://gf-eez.com/?p=6596</guid>

					<description><![CDATA[<p>https://www.gfps.com/content/dam/gfapi/assetdownloadbyid?id=cd5288c9-f812-4b7b-ad95-0cc8b141dd7e EKOPAK bouwt grote gecontaineriseerde wateroplossingen (Water-as-a-Service &#8211; WaaS) die naar klanten worden verscheept. Ze garanderen 24/7 kwaliteitscontrole en leveren duurzaam water aan klanten, maar bieden ook gewoon drinkwater als dat nodig is. Hun hygiënische watertransportoplossingen en efficiënte koelsystemen dragen direct bij aan duurzaamheid. Het bedrijf controleert voortdurend de inlaat van de container om een constante &#8230;</p>
<p>L’article <a href="https://gf-eez.com/automatisering-van-wateroplossingen-bij-ekopak/">Automatisering van wateroplossingen bij EKOPAK</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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									<p><a href="https://ekopak.be/">EKOPAK </a>bouwt grote <b>gecontaineriseerde wateroplossingen</b> (Water-as-a-Service &#8211; <b>WaaS</b>) die naar klanten worden verscheept. Ze garanderen 24/7 <b>kwaliteitscontrole </b>en leveren duurzaam water aan klanten, maar bieden ook gewoon drinkwater als dat nodig is. Hun hygiënische <b>watertransportoplossingen </b>en efficiënte koelsystemen dragen direct bij aan duurzaamheid. Het bedrijf controleert voortdurend de inlaat van de container om een constante kwaliteit te handhaven en gebruikt sensoren bij de inlaat, de uitlaat en daartussenin om het proces te regelen. </p><p><b>Procesautomatisering </b>en -bewaking zijn cruciaal voor hun bedrijf, omdat zij hun klanten kwaliteit garanderen. Ze werken samen met <a href="https://www.gfps.com/nl-be.html">GF Piping Systems</a> om hun containers te verbeteren en hun problemen op te lossen. Het bedrijf gelooft in een <b>circulaire economie</b> waarbij partnerschappen en gedeelde doelen een rol spelen. Leveranciers en gebruikers moeten samenwerken om duurzaamheid te bereiken.</p><p>Meer informatie over <a href="https://c4l.gfps.com/en/water-quality.html">onze oplossingen om de waterkwaliteit te verbeteren</a>.</p><p>Ontdek onze andere <a href="https://gf-eez.com/category/reference-cases/">Reference Cases</a> !</p>								</div>
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															<img loading="lazy" decoding="async" width="512" height="421" src="https://gf-eez.com/wp-content/uploads/2023/04/ekopakbe-waas-container-2-600x421-1-512x421.png" class="attachment-techtonix-author-avatar size-techtonix-author-avatar wp-image-6619" alt="ekopak container water as a service voor wateroplossingen" />															</div>
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															<img loading="lazy" decoding="async" width="951" height="750" src="https://gf-eez.com/wp-content/uploads/2023/04/Capture.png" class="attachment-large size-large wp-image-6653" alt="gf piping systems kleppen voor ekopak waas, gf eez" srcset="https://gf-eez.com/wp-content/uploads/2023/04/Capture.png 951w, https://gf-eez.com/wp-content/uploads/2023/04/Capture-300x237.png 300w, https://gf-eez.com/wp-content/uploads/2023/04/Capture-768x606.png 768w, https://gf-eez.com/wp-content/uploads/2023/04/Capture-370x292.png 370w" sizes="(max-width: 951px) 100vw, 951px" />															</div>
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		<p>L’article <a href="https://gf-eez.com/automatisering-van-wateroplossingen-bij-ekopak/">Automatisering van wateroplossingen bij EKOPAK</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">6596</post-id>	</item>
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		<title>Expert aan het woord: Joeri Tomas Fahim</title>
		<link>https://gf-eez.com/expert-aan-het-woord-joeri-tomas-fahim/</link>
					<comments>https://gf-eez.com/expert-aan-het-woord-joeri-tomas-fahim/#respond</comments>
		
		<dc:creator><![CDATA[Joeri Tomas Fahim]]></dc:creator>
		<pubDate>Tue, 24 Jan 2023 12:51:02 +0000</pubDate>
				<category><![CDATA[Experten]]></category>
		<category><![CDATA[expert aan het woord]]></category>
		<category><![CDATA[expert engineering zone]]></category>
		<category><![CDATA[experts]]></category>
		<category><![CDATA[platform voor experten in automatisatie]]></category>
		<guid isPermaLink="false">http://gf-eez.com/?p=3142</guid>

					<description><![CDATA[<p>Joeri Tomas Fahim (04/10/1991) Sinds 1 oktober ben ik lid van het GF Piping Systems team als Process Automation Expert. Wat mij onmiddellijk is opgevallen, is de reikwijdte aan oplossingen dat GF Piping Systems Belux als bedrijf te bieden heeft. Dit zowel op vlak van producten met leidingen, verbindingen, meet- en regelapparatuur in kunststof en &#8230;</p>
<p>L’article <a href="https://gf-eez.com/expert-aan-het-woord-joeri-tomas-fahim/">Expert aan het woord: Joeri Tomas Fahim</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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									<p><strong>Joeri Tomas Fahim</strong></p><p><em>(04/10/1991)</em></p><p>Sinds 1 oktober ben ik lid van het <b>GF Piping Systems</b> team als <b>Process Automation Expert.</b> Wat mij onmiddellijk is opgevallen, is de reikwijdte aan oplossingen dat GF Piping Systems Belux als bedrijf te bieden heeft. Dit zowel op vlak van producten met <b>leidingen</b>, verbindingen, meet- en <b>regelapparatuur</b> in <b>kunststof</b> en bijbehorende tools in het gamma alsook op vlak van ondersteuning gaande van <b>engineering</b> support bij het design van een installatie tot praktische opleidingen voor het realiseren van de installatie.</p><p>Sinds 2015 ben ik afgestudeerd als <b>Industrieel Ingenieur Elektromechanica</b>. Tijdens mijn studies werd het duidelijk dat affiniteit met techniek en technologie belangrijk is voor mij. Als eerste stap in mijn carrière ben ik begonnen als binnendienst ( of <b>Inside Sales Engineer</b>) bij een grote speler binnen de <b>industriële proces automatisering</b>. Hier bestond mijn takenpakket hoofdzakelijk uit het uitwerken van offertes alsook het bieden van technische ondersteuning vanop afstand op het gebied van <b>geautomatiseerde regelkleppen</b>. Na 2 jaar heb ik de stap gezet naar buitendienst ( of Outside Sales Engineer) en was ik verantwoordelijk voor een diverse range aan industriële klanten binnen de regio Vlaanderen. In mijn vrije tijd, althans in betere tijden, doe ik aan fitness en ga ik als voetbalsupporter naar de thuismatchen van Club Brugge kijken.</p><p>De belangrijkste drijfveer in mijn carrière is het bieden van ondersteuning, het aanreiken en uitwerken van oplossingen op bepaalde problemen en de relatie die ik op deze manier opbouw met klanten. Gezien de totaaloplossingen die GF kan bieden en het potentieel en voordeel dat kunststof heeft in een groot aantal industriële toepassingen, ben ik er van overtuigd deze lijn nog meer te kunnen doortrekken naar mijn functie als <b>Process Automation Expert</b> binnen het <b>GF </b>team en dit met een focus op <b>meetinstrumenten </b>en <b>kleppen</b>.</p><p>Ook op <a href="https://www.linkedin.com/in/joeri-tomas-fahim-72501a10a/">LinkedIn</a></p>								</div>
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		<p>L’article <a href="https://gf-eez.com/expert-aan-het-woord-joeri-tomas-fahim/">Expert aan het woord: Joeri Tomas Fahim</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">3142</post-id>	</item>
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		<title>Onze visie op actief waterbehoud</title>
		<link>https://gf-eez.com/onze-visie-op-actief-waterbehoud/</link>
					<comments>https://gf-eez.com/onze-visie-op-actief-waterbehoud/#respond</comments>
		
		<dc:creator><![CDATA[David Boonen]]></dc:creator>
		<pubDate>Wed, 18 Jan 2023 14:40:25 +0000</pubDate>
				<category><![CDATA[Innovatie]]></category>
		<category><![CDATA[afvalwater]]></category>
		<category><![CDATA[leidingsysteem]]></category>
		<category><![CDATA[waterbehandeling]]></category>
		<category><![CDATA[watertechnologie]]></category>
		<guid isPermaLink="false">https://gf-eez.com/?p=4869</guid>

					<description><![CDATA[<p>De waterbehandelingsmarkt wordt geconfronteerd met verschillende kritieke problemen als gevolg van de toenemende verstedelijking en de opwarming van de aarde, wat leidt tot een van de grootste zorgen, namelijk waterschaarste. Industriële bedrijven produceren meer vervuild afvalwater, wat uitdagingen creëert voor watertechnologie in veel verschillende industrieën. Steeds strengere veiligheids- en duurzaamheidsvoorschriften voor de omgang met chemicaliën &#8230;</p>
<p>L’article <a href="https://gf-eez.com/onze-visie-op-actief-waterbehoud/">Onze visie op actief waterbehoud</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="4869" class="elementor elementor-4869">
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									<p><span style="color: #000000; font-family: nunito, sans-serif; letter-spacing: normal;">De waterbehandelingsmarkt wordt geconfronteerd met verschillende kritieke problemen als gevolg van de toenemende verstedelijking en de <b>opwarming</b> van de <b>aarde</b>, wat leidt tot een van de grootste zorgen, namelijk waterschaarste. Industriële bedrijven produceren meer vervuild <b>afvalwater</b>, wat uitdagingen creëert voor <b>watertechnologie</b> in veel verschillende industrieën. Steeds strengere veiligheids- en duurzaamheidsvoorschriften voor de omgang met chemicaliën zorgen voor strengere milieu- en gezondheidsnormen dankzij meer controle op hergebruik, terugwinning en recycling van chemicaliën. </span></p><p><span style="color: #000000; font-family: nunito, sans-serif; letter-spacing: normal;">Procesautomatisering speelt een integrale rol in de groeiende behoefte aan waterbesparing. Bij <a href="https://www.gfps.com/nl-be/products-solutions/process-automation.html">GF Piping Systems</a> bieden wij diepgaande applicatiekennis van de gehele <b>water</b>-en <b>chemicaliën</b>cyclus. Wij maken uw gehele <b>leidingsysteem</b> toekomstbestendig met intelligente integratie, verkrijgen moeiteloos inzicht en efficiëntie over de gehele <b>installatie</b>.</span></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><span style="font-family: nunito, serif;font-size: 2.1rem;letter-spacing: normal;white-space: normal"><b>Hoe onze procesautomatiseringsoplossingen...</b></span></h2>				</div>
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									<p><strong>• </strong><strong style="letter-spacing: -0.01em;">Stabiele Waterkwaliteit</strong></p><p><strong>• Productie-efficiëntie en lagere bedrijfkosten</strong></p><p><strong>• Procesintelligentie</strong></p><p><strong>• Optimalisering van het energiegebruik</strong></p><p><strong>• Een kleinere voetafdruk met onze duurzame processen</strong></p>								</div>
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									<span class="elementor-button-text">Meer info over onze oplossingen</span>
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					<h2 class="elementor-heading-title elementor-size-default"><font color="#1965a3" face="nunito"><span style="font-size: 40px;letter-spacing: normal;white-space: normal"><b>We maken procesautomatisering eenvoudig</b></span></font><b></b></h2>				</div>
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									<p>Ontdek de <a href="https://gf-eez.com/hydraulisch-geoptimaliseerde-drinkwaterinstallatie-in-het-erlabrunn-ziekenhuis/">installatie van een hydraulisch systeem</a> bij een van onze partners.</p>								</div>
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		<p>L’article <a href="https://gf-eez.com/onze-visie-op-actief-waterbehoud/">Onze visie op actief waterbehoud</a> est apparu en premier sur <a href="https://gf-eez.com">GF - Expert Engineering Zone</a>.</p>
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