Mechanical Engineering > Gate 2023 > Fluid Mechanics
Consider a unidirectional fluid flow with the velocity field given by
where π’(0,π‘)=1. If the spatially homogeneous density field varies with time
the value of π’(2,1) is ______________. (Rounded off to two decimal places)
Assume all quantities to be dimensionless.
V(π₯,π¦,π§,π‘)=π’(π₯,π‘) π
where π’(0,π‘)=1. If the spatially homogeneous density field varies with time
π(π‘)=1+0.2πβπ‘
the value of π’(2,1) is ______________. (Rounded off to two decimal places)
Assume all quantities to be dimensionless.
Explanation
Correct : 1.13
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