Dimensional Homogeneity | Dimensional Analysis | Fluid Mechanics

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Any physically meaningful equation (and any inequality) will have the same dimensions on its left and right sides, a property known as dimensional homogeneity. Checking for dimensional homogeneity is a common application of dimensional analysis, serving as a plausibility check on derived equations and computations. It also serves as a guide and constraint in deriving equations that may describe a physical system in the absence of a more rigorous derivation.

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[purplecrew]

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[vikash]

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[hanood]

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[stevej]

Respected sir, what is the application or purpose of learning this dimensional analysis