Flowmeters for water system inline and panel

We Only sell Wholesale | Same day shipping

<p>Acceptable for outdoor installations; bulkhead nuts attach directly to inside panel</p>
<table id="tablepress-35" class="tablepress tablepress-id-35">
<thead>
<tr class="row-1 odd">
<th class="column-1">Item Part</th>
<th class="column-2">Range</th>
<th class="column-3">Thread</th>
</tr>
</thead>
<tbody class="row-hover">
<tr class="row-2 even">
<td class="column-1">FM-2PM</td>
<td class="column-2">0.2 – 2 gpm</td>
<td class="column-3">½” FBSP</td>
</tr>
<tr class="row-3 odd">
<td class="column-1">FM-5PM</td>
<td class="column-2">0.5 – 5 gpm</td>
<td class="column-3">½” FBSP</td>
</tr>
<tr class="row-4 even">
<td class="column-1">FM-10PM</td>
<td class="column-2">2 – 10 gpm</td>
<td class="column-3">¾” FBSP</td>
</tr>
<tr class="row-5 odd">
<td class="column-1">FM-16PM</td>
<td class="column-2">2 – 16 gpm</td>
<td class="column-3">¾” FBSP</td>
</tr>
<tr class="row-6 even">
<td class="column-1">FM-24PM</td>
<td class="column-2">4 – 24 gpm</td>
<td class="column-3">1” FBSP</td>
</tr>
<tr class="row-7 odd">
<td class="column-1">FM-35PM</td>
<td class="column-2">5 – 35 gpm</td>
<td class="column-3">1” FBSP</td>
</tr>
<tr class="row-8 even">
<td class="column-1">FM-60PM</td>
<td class="column-2">20 – 60 gpm</td>
<td class="column-3">1 ½” FBSP</td>
</tr>
</tbody>
</table>
<p>Operating conditions: Pressure ≤ 0.6 MPa, Temperature ≤ 55℃<br>Accuracy: 6%</p>
<p><img src="data:image/jpeg;base64,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"></p>
<table id="tablepress-36">
<thead>
<tr>
<th>Item Part</th>
<th>A (mm)</th>
<th>B (mm)</th>
<th>C (mm)</th>
<th>D (mm)</th>
<th>E (mm)</th>
<th>F (mm)</th>
<th>G (mm)</th>
</tr>
</thead>
<tbody>
<tr>
<td>FM-2PM</td>
<td>210</td>
<td>34</td>
<td>40</td>
<td>215</td>
<td>31</td>
<td>20</td>
<td>165</td>
</tr>
<tr>
<td>FM-5PM</td>
<td>210</td>
<td>34</td>
<td>40</td>
<td>215</td>
<td>31</td>
<td>20</td>
<td>165</td>
</tr>
<tr>
<td>FM-10PM</td>
<td>220</td>
<td>41</td>
<td>45</td>
<td>233</td>
<td>47</td>
<td>33</td>
<td>165</td>
</tr>
<tr>
<td>FM-16PM</td>
<td>220</td>
<td>41</td>
<td>45</td>
<td>233</td>
<td>47</td>
<td>33</td>
<td>165</td>
</tr>
<tr>
<td>FM-24PM</td>
<td>240</td>
<td>44</td>
<td>50</td>
<td>253</td>
<td>47</td>
<td>33</td>
<td>175</td>
</tr>
<tr>
<td>FM-35PM</td>
<td>240</td>
<td>44</td>
<td>50</td>
<td>253</td>
<td>47</td>
<td>33</td>
<td>175</td>
</tr>
<tr>
<td>FM-60PM</td>
<td>265</td>
<td>62</td>
<td>62</td>
<td>250</td>
<td>52</td>
<td>33</td>
<td>170</td>
</tr>
</tbody>
</table>

PANEL-MOUNT FLOWMETERS

<p>Acceptable for outdoor installations; bulkhead nuts attach directly to inside panel</p>
<table id="tablepress-37" class="tablepress tablepress-id-37">
<thead>
<tr class="row-1 odd">
<th class="column-1">Item Part</th>
<th class="column-2">Range</th>
<th class="column-3">Thread</th>
</tr>
</thead>
<tbody class="row-hover">
<tr class="row-2 even">
<td class="column-1">FM-2PM-V</td>
<td class="column-2">0.2 – 2 gpm</td>
<td class="column-3">½” FBSP</td>
</tr>
<tr class="row-3 odd">
<td class="column-1">FM-5PM-V</td>
<td class="column-2">0.5 – 5 gpm</td>
<td class="column-3">½” FBSP</td>
</tr>
<tr class="row-4 even">
<td class="column-1">FM-10PM-V</td>
<td class="column-2">2 – 10 gpm</td>
<td class="column-3">¾” FBSP</td>
</tr>
<tr class="row-5 odd">
<td class="column-1">FM-16PM-V</td>
<td class="column-2">2 – 16 gpm</td>
<td class="column-3">¾” FBSP</td>
</tr>
</tbody>
</table>
<p>Operating conditions: Pressure ≤ 0.6 MPa, Temperature ≤ 55℃<br>Accuracy: 6%</p>
<p><img src="data:image/jpeg;base64,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"></p>
<table id="tablepress-38">
<thead>
<tr>
<th>Item Part</th>
<th>A (mm)</th>
<th>B (mm)</th>
<th>C (mm)</th>
<th>D (mm)</th>
<th>E (mm)</th>
<th>F (mm)</th>
<th>G (mm)</th>
</tr>
</thead>
<tbody>
<tr>
<td>FM-2PM-V</td>
<td>206</td>
<td>34</td>
<td>40</td>
<td>215</td>
<td>31</td>
<td>20</td>
<td>165</td>
</tr>
<tr>
<td>FM-5PM-V</td>
<td>206</td>
<td>34</td>
<td>40</td>
<td>215</td>
<td>31</td>
<td>20</td>
<td>165</td>
</tr>
<tr>
<td>FM-10PM-V</td>
<td>220</td>
<td>41</td>
<td>45</td>
<td>233</td>
<td>47</td>
<td>33</td>
<td>165</td>
</tr>
<tr>
<td>FM-16PM-V</td>
<td>220</td>
<td>41</td>
<td>45</td>
<td>233</td>
<td>47</td>
<td>33</td>
<td>165</td>
</tr>
</tbody>
</table>

PANEL-MOUNT FLOWMETERS WITH REGULATOR VALVE

$<p>PMMA body, 304 SS float, 316 SS guide rod, scale in GPM and LPM</p> <table id="tablepress-33" class="tablepress tablepress-id-33"> <thead> <tr class="row-1 odd"> <th class="column-1">Item Part</th> <th class="column-2">Range</th> <th class="column-3">Thread</th> </tr> </thead> <tbody class="row-hover"> <tr class="row-2 even"> <td class="column-1">FM-2IL</td> <td class="column-2">0.2 – 2 gpm</td> <td class="column-3">½” FBSP</td> </tr> <tr class="row-3 odd"> <td class="column-1">FM-5IL</td> <td class="column-2">0.5 – 5 gpm</td> <td class="column-3">½” FBSP</td> </tr> <tr class="row-4 even"> <td class="column-1">FM-10IL</td> <td class="column-2">1 – 10 gpm</td> <td class="column-3">¾” FBSP</td> </tr> <tr class="row-5 odd"> <td class="column-1">FM-20IL</td> <td class="column-2">2 – 20 gpm</td> <td class="column-3">1” FBSP</td> </tr> <tr class="row-6 even"> <td class="column-1">FM-30IL</td> <td class="column-2">5 – 30 gpm</td> <td class="column-3">1” FBSP</td> </tr> <tr class="row-7 odd"> <td class="column-1">FM-60IL</td> <td class="column-2">20 – 60 gpm</td> <td class="column-3">1 ½” FBSP</td> </tr> <tr class="row-8 even"> <td class="column-1">FM-110IL</td> <td class="column-2">30 – 110 gpm</td> <td class="column-3">2” FBSP</td> </tr> <tr class="row-9 odd"> <td class="column-1">FM-150IL</td> <td class="column-2">50 – 150 gpm</td> <td class="column-3">2” FBSP</td> </tr> </tbody> </table> <p>Operating conditions: Pressure ≤ 0.6 MPa, Temperature ≤ 55℃<br>Accuracy: 6%</p> <p><img src="data:image/jpeg;base64,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"></p> <table id="tablepress-34"> <thead> <tr> <th>Item Part</th> <th>A (mm)</th> <th>B (mm)</th> </tr> </thead> <tbody> <tr> <td>FM-2IL</td> <td>210</td> <td>32</td> </tr> <tr> <td>FM-5IL</td> <td>210</td> <td>32</td> </tr> <tr> <td>FM-10IL</td> <td>278</td> <td>45</td> </tr> <tr> <td>FM-20IL</td> <td>265</td> <td>51</td> </tr> <tr> <td>FM-30IL</td> <td>265</td> <td>51</td> </tr> <tr> <td>FM-60IL</td> <td>306</td> <td>51</td> </tr> <tr> <td>FM-110IL</td> <td>345</td> <td>75</td> </tr> <tr> <td>FM-150IL</td> <td>345</td> <td>75</td> </tr> </tbody> </table>$

All For Water

Flowmeters for water system inline and panel

PANEL-MOUNT FLOWMETERS

PANEL-MOUNT FLOWMETERS WITH REGULATOR VALVE

IN-LINE MOUNTING ACRYLIC FLOWMETERS