it will only be more pressure in a half inch pipe if there is a force other than gravity. So the answer to your question is they travel at the same speed which, if freefalling, is 9.8m/s^-2
2006-12-15 12:01:12
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answer #1
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answered by Anonymous
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Gravity flow is calculated by the Manning's Equation, which is:
Q = A *1.486/n * R2/3 * S1/2
Where A is the area of the pipe, n is the roughness coefficient, R is the hydraulic radius and S is the slope of the pipe.
Go to this site, it explains the terms and has a calculator to find the velocity. Assume a full flowing pipe so the circumference is the wetted perimeter and an equal slope and n for both conditions
http://www.sd-w.com/civil/mannings_formula.html
2006-12-16 04:43:31
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answer #2
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answered by daedgewood 4
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sure, honestly. it truly is effortless physics. before each and every thing the go portion of a 2" pipe is 4xpi or about 14 sq. inches. 4 a million/4 inch pipes are about 4 x a million/8 x pi or about a million a million/2 sq. inches. besides, the outdoors portion of the interior of four a million/4 inch pipes is way more effective for a given go section than the better pipe. extra section = extra friction loss. extra go section = more effective flow. You'l have more effective stress and extra water with the better pipe.
2016-11-26 21:48:50
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answer #3
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answered by hazelbush 4
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More water will folw thru a 2 inch pipe, it will flow at a higher pressure thru a 1/2 inch pipe.
2006-12-15 11:55:33
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answer #4
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answered by Monte T 6
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if the water source the water is leaking from a container at the top, then the pressure, since it is concentrated into a smaller area will make the water go faster in the1/2 inch tube
2006-12-15 12:01:54
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answer #5
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answered by ZelosWilder 5
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It would go faster in a 2" pipe because less FRICTION
2006-12-15 12:40:01
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answer #6
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answered by Anonymous
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norman got it right.
There is less circumference (a source of friction) per unit cross sectional area in the 2" pipe, so the AVERAGE speed will be somewhat faster.
2006-12-15 14:58:35
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answer #7
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answered by Steve 7
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The gravitational pull is the same for both
2006-12-15 12:00:27
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answer #8
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answered by Anonymous
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same
2006-12-15 11:56:01
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answer #9
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answered by imagirl 1
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