Calculating Volumetric Flow Rate and Power in a Fluid Mechanics System

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To calculate the volumetric flow rate and power in the fluid mechanics system, the pressure head differences at points A and B, along with the friction loss, must be considered. The internal diameters of the pipe sections affect the flow rate, which can be determined using the Bernoulli equation and the continuity equation. The friction loss of 2m water column must be accounted for in the calculations to find the effective head available for flow. The power dissipated due to friction can be calculated using the flow rate and the friction loss. Providing initial calculations or attempts will help others offer more targeted assistance.
nickenrite
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If anyone could give any help with this problem it would be much appreciated.

At A, a pipe has a bore(internal diameter) of 100mm and at B it is 150mm. The pressure head at A and B are 21m and 15m water coloumn respectively. There is no pump between A and B while the distance between A and B is 9m measured vertically. the loss of head due to friction between A and B is 2m water coloumn. Determine:

i) The volumetric flow rate through the system
ii) The power dissipated due to friction.


Thanks
 
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Hi nickenrite! :wink:

Show us what you've tried on this pressure problem, and where you're stuck, and then we'll know how to help! :smile:
 

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