Physics, asked by Iia, 5 months ago

derive dimensions of viscous force

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Answered by Clarance

Answer:

for all kinds of forces the dimensions are [MLT^-2]

Answered by IIMrsJaanII

Explanation:

${ \huge{ \boxed{ \underline{ \overline{ \overline{ \boxed{ \underline{ \mathrm \red{AnSweR}}}}}}}}}$

Mathematically, Coefficient of viscosity (η)= Fr/Av ——- F= tangential Force, Area, r= distance between the layers, v= velocity. Dimensional Formula of Force = M¹L¹1T-²

${ \huge{ \sf{ \blue{@IIMrsJaanII}}}}$

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derive dimensions of viscous force ​

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derive dimensions of viscous force