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A fluid flow field is given by
V=y2xi+z2x-(2xyz+yz)k
Calculate it’s acceleration at the point (2,4,4)
V=y2xi+z2x-(2xyz+yz)k
Calculate it’s acceleration at the point (2,4,4)
- a)36i-27j+100k
- b)36i-27j-100k
- c)28i+27j+100k
- d)36ne of the mentioned
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
A fluid flow field is given byV=y2xi+z2x-(2xyz+yz)kCalculate it’...
Explanation: First we have to check whether it satisfies the continuity equation,
The continuity equation for incompressible is du/dx+dv/dy+dw/dz = 0.
(here d/dx, d/dy, d/z represent partial derivative)
The given equation doesn’t satisfy the continuity equation.
The continuity equation for incompressible is du/dx+dv/dy+dw/dz = 0.
(here d/dx, d/dy, d/z represent partial derivative)
The given equation doesn’t satisfy the continuity equation.
Most Upvoted Answer
A fluid flow field is given byV=y2xi+z2x-(2xyz+yz)kCalculate it’...
To calculate the fluid flow field, we need to determine the velocity vector V.
The velocity vector V is given as V = y^2x i + z^2x j - (2xyz + yz) k.
Therefore, the velocity vector V can be written as:
V = (y^2x)i + (z^2x)j - (2xyz + yz)k.
This is the fluid flow field.
The velocity vector V is given as V = y^2x i + z^2x j - (2xyz + yz) k.
Therefore, the velocity vector V can be written as:
V = (y^2x)i + (z^2x)j - (2xyz + yz)k.
This is the fluid flow field.
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