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The relation between shear stress Z and velocity gradient   of a fluid is given by ​  where A and n are constants. If n > 1, what type of fluid will it be?
  • a)
    Newtonian fluid
  • b)
    Dilatant
  • c)
    Pseudoplastic
  • d)
    Bingham plastic
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
The relation between shear stress Z and velocity gradient of a fluid ...
Explanation: When n ≠ 1, the relation will be treated as Power law for Non-Newtonian fluids:
. For n > 1, the rate of change of the shear stress increases with the increase in the value of velocity gradient. Such fluids are called Dilatants.
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Most Upvoted Answer
The relation between shear stress Z and velocity gradient of a fluid ...
Explanation: When n ≠ 1, the relation will be treated as Power law for Non-Newtonian fluids:
. For n > 1, the rate of change of the shear stress increases with the increase in the value of velocity gradient. Such fluids are called Dilatants.
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The relation between shear stress Z and velocity gradient of a fluid is given by​where A and n are constants. If n > 1, what type of fluid will it be?a)Newtonian fluidb)Dilatantc)Pseudoplasticd)Bingham plasticCorrect answer is option 'B'. Can you explain this answer?
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