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For an irrotational motion
  • a)
    The fluid element does not undergo any shear
  • b)
    The fluid particles do not undergo a circular motion
  • c)
    The circulation around any path is zero
  • d)
    The viscosity may not be zero
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
For an irrotational motiona)The fluid element does not undergo any sh...
For irrotational motion, the circulation around any path is zero because circulation is the product of vorticity and area. Vorticity is twice of rotation. Hence for an irrotational motion, vorticity is zero and hence circulation is zero.
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For an irrotational motiona)The fluid element does not undergo any sh...
Explanation:

Irrotational motion is a type of fluid motion in which the fluid particles move in a manner that the circulation around any path is zero. The following points explain the characteristics of an irrotational motion:

Fluid element does not undergo any shear:

- In an irrotational motion, the fluid particles move in a manner that they do not undergo any shear.
- Shear is a type of deformation in which the adjacent layers of fluid particles move parallel to each other at different velocities.
- As there is no shear in irrotational motion, the fluid particles move in a manner that their velocities vary only in magnitude and not in direction.

Fluid particles do not undergo a circular motion:

- In irrotational motion, the fluid particles move in a manner that they do not undergo a circular motion.
- Circular motion is a type of motion in which the fluid particles move along a circular path.
- As there is no circular motion in irrotational motion, the fluid particles move in a manner that their velocities vary only in magnitude and not in direction.

Circulation around any path is zero:

- The most important characteristic of irrotational motion is that the circulation around any path is zero.
- Circulation is a measure of the rotation of fluid particles around a closed path.
- In irrotational motion, the fluid particles move in a manner that their velocities vary only in magnitude and not in direction. As a result, the circulation around any path is zero.

Viscosity may not be zero:

- Viscosity is a measure of the resistance of a fluid to flow.
- The viscosity of a fluid may or may not be zero in irrotational motion.
- However, the irrotational motion assumes that the fluid is inviscid, which means that the fluid has zero viscosity.

Conclusion:

Irrotational motion is a type of fluid motion in which the fluid particles move in a manner that the circulation around any path is zero. The fluid elements do not undergo any shear, and the fluid particles do not undergo a circular motion. The viscosity of a fluid may or may not be zero in irrotational motion.
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For an irrotational motiona)The fluid element does not undergo any shearb)The fluid particles do not undergo a circular motionc)The circulation around any path is zerod)The viscosity may not be zeroCorrect answer is option 'C'. Can you explain this answer?
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