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Subject:
Hydraulics
Category: Science > Physics Asked by: precise-ga List Price: $50.00 |
Posted:
31 Mar 2004 14:08 PST
Expires: 30 Apr 2004 15:08 PDT Question ID: 323159 |
Given that I require 100lbs of thrust in a water jet, what is the formula for calculating pump capacity? Is the nozzel size, shape or other characteristics a factor, and if so, how is the optimum determined? |
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There is no answer at this time. |
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Subject:
Re: Hydraulics
From: s3com-ga on 31 Mar 2004 15:42 PST |
Hi. I'm in the firm belief that those links will help You. Its contain a lot about your question. Note. Be carefull, cause the type of the examined jets can be different of yours. http://www.wjta.org/Book%202/3_4a_wolgamott_and_zink.pdf http://www.wrd.state.or.us/waterrights/cwre/ratecalc-pump.xls http://manuals.dot.state.tx.us/dynaweb/colbridg/hyd/@Generic__BookTextView/48477;cs=default;ts=default Regards. |
Subject:
Re: Hydraulics
From: werty88-ga on 05 Apr 2004 11:54 PDT |
pl. give reasons,eg. domestic utility or only theoretical knowledge.because any pump capacity needs pressure(lbs) and quantity(gallons) both.Only domestic use system can calculated on some practical assumtions. th. u. |
Subject:
Re: Hydraulics
From: keith96-ga on 05 Apr 2004 18:09 PDT |
The equation you are looking for is: Force (newtons) = Mass flow rate (kg/sec) * Avg Velocity of stream (meter/sec) so for example 100 pounds of force = 444.82 Newtons so if we choose an avg velocity of 10 mph = 4.4704 meters/sec we'd need a flow rate of 99.5 kg/sec. Since water weighs 1000 kg/m^3 that equates to a flow rate of .0995 m^3/sec or 26.2 gals/second. This is a high flow rate so you may wish to choose a much faster exit velocity. To find a pump, you need to determine the pressure required to get that velocity. Here I will assume you are pumping the water through a round tube, and the governing model is called Poiseuille flow. The equation is Q = Flow rate = PI*Pressure*radius of pipe^4 / (8 * viscocity * length of pipe.) I wrote a quick spreadsheet that does all these calculations for you but if you use the 2 equations above and two more: Avg velocity in the pipe = Pressure*radius^2/(8 * viscocity * length of pipe.) Power required by pump = mass flow rate *Velocity^2/2 you have all the equations you need. (viscocity of water at room temp = .00145 kg/m/s) You can see that the most efficent pumps (less power) use lower velocities but many times this is not practical. For your problem, a pump with a flow rate of 120 gals/min and a output pressure at this flow rate of 2.5 psi will do the job. Using a 0.5 in diameter pipe, this will create the required thrust of 100lbf. It will require 17 hp (theoretical) so you should be size the motor typically twice that size... Other combinatations are easily possible. For more info contact me at kbreinlinger@netzero.net. One more comment, more efficency can be had by minimizing the number of bends from the pump to the outlet and using smoothed transitions (rather than sharp ones) |
Subject:
Re: Hydraulics
From: keith96-ga on 05 Apr 2004 20:01 PDT |
PS - The equations I gave for Poiseuille flow are only valid for low speed (laminar) flow rates (Reynolds number less than 2300). Since I am not a Google Researcher, I can't get paid, but I can give you the spreadsheet that deals with low (laminar) and high speed (turbulent) flows for the $50 you offer. |
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