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Introduction to Radial & Tangential Acceleration

The cubical c...

Question

The cubical container ABCDEFGH which is completely filled with an ideal (nonviscous and incompressible) fluid, moves in a gravity free space with a acceleration of $a = a_{0} (^i -^j +^k)$ where $a_{0}$ is a positive constant. Then, the pressure will be minimum at point:

A

A

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B

B

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C

H

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D

F

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Solution

The correct option is C H
by the given acceleration minimum pressure will be on :
DCGH due to acceleration in +x direction
EFGH due to acceleration in -y direction
ADHE due to acceleration in +z direction
the only common vertex is H. so maximum pressure will be at H.

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