In a steady radial flow into an intake, the velocity is found to vary as (1/r2), where r is the radial distance. The acceleration of the flow is proportional to-A-1/r5B-1/r3C-1/r4D-1/r-A-1/r5

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A 1/r5 a= v(dv/ds) + dv/dt As steady flow is taking place, dv/dt=0. a= v (dv/ds). now, v= k/r2. dv/ds= dv/dr= 2k/ r3. therefore, a varies as 1/r5.

GATE Exam Questions - Engineering

In a steady radial flow into an intake, the velocity is found to vary as (1/r²), where r is the radial distance. The acceleration of the flow is proportional to

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GATE Exam Questions - Engineering

In a steady radial flow into an intake, the velocity is found to vary as (1/r2), where r is the radial distance. The acceleration of the flow is proportional to

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For help Students Orientation Mcqs Questions

In a steady radial flow into an intake, the velocity is found to vary as (1/r²), where r is the radial distance. The acceleration of the flow is proportional to

For help Students Orientation
Mcqs Questions