Question

What is principle homology of dimensions ?

Answer 1

Explanation:

The principle of homogeneity states that the dimensions of each the terms of a dimensional equation on both sides are the same. Using this principle the given equation will have same dimension on both sides. Thus, the dimension on both sides quantities are same.

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Answer 2

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According to this principle, the dimensions of all the terms occurring on both sides of equations must be same.

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Where it's used?

1. Conversion of a derived physical quantity from one system to another.
2. To check correctness of s physical relation
3. Deriving the relation among the physical quantities

What are it's limitations?

• By method of dimensions we cant get any information about Dimensionless constant.
• We can't derived the formulae containing trigonometric functions, exponential functions etc
• It doesn't tell whether a quantity is scalar or vector.