Question #232543

A steady flow system loses 3 kW of heat also loses 20 kW of work. The fluid flows through the system at a steady rate of 70 kg/s. The velocity at inlet is 20 m/s and at outlet it is 10 m/s. The inlet is 20 m above the outlet. Calculate the following.

i. The change in K.E./s (-10.5 kW)


1
Expert's answer
2021-09-04T01:00:56-0400

Solution;

Given;

m=70kg/sm=70kg/s

v1=20m/sv_1=20m/s

v2=10m/sv_2=10m/s

But;

K.E=12×m×v2K.E=\frac12×m×v^2

Hence;

ΔK.E/s=12×m×(v22v12)\Delta K.E/s=\frac12×m×(v_2^2-v_1^2)

ΔK.E/s=12×70×(102202)\Delta K.E/s=\frac12×70×(10^2-20^2)

ΔK.E/s=10.5kW\Delta K.E/s=-10.5kW


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