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PowerSpout Model Selection Chart

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id="p1img1" /></div> <div class="dclr"></div> <p class="p0 ft0">PowerSpout Model Selection Chart</p> <p class="p1 ft0">Metric version</p> <p class="p2 ft1">Please note the Flow and Head axis are both log scales.</p> <p class="p3 ft1">For the head and flow rate at your site the above chart will quickly give you the maximum power you can generate (refer to black angled lines 100W to 12kW).</p> <p class="p4 ft1">Once you have identified the most suitable turbine type(s), use the Advanced Calculation Tools at <a href="http://www.powerspout.com/"><span class="ft2">www.powerspout.com</span></a> to perform accurate site calculations.</p> <p class="p5 ft1">The red lines are 1,2,5,10 PowerSpout Pelton (PLT) turbines respectively</p> <p class="p6 ft1">The yellow lines are 1,2,5,10 PowerSpout Turgo (TRG) turbines respectively</p> <p class="p7 ft1">The blue lines are 1,2,5,10 PowerSpout Low Head (LH) turbines respectively</p> </div> <div style="padding: 50px 0px 15px 20px; font-family: Arial, Helvetica, sans-serif; font-size: 8px; color: #c8c8c8;"> <p><a href="https://www.pdfonline.com/convert-jpg-to-pdf/" style="color: #c8c8c8; text-decoration: none;">Online PDF Editor</a> Converted By BCLTechnologies</p> </div> </body></html>