Importance of Dimensional Formula
There are various advantages of representing a physical quantity through its dimensional formula:
- Dimensional Formula can be used to check the consistency of a dimensional equation.
- It can be used to derive the relation between physical quantities in physical phenomena.
Like in Equation v = u + at
- Dimensional Formula can be used to change units from one system to another conveniently.
- It can be used to find the dimension of constants in a given relation.
Dimensional Formula of Boltzmann Constant
Dimensional Formula of the Boltzmann constant is [M1L2T-2K-1]. As we know, a dimensional formula is a way of representing a physical quantity in terms of its dimensions.
Boltzmann constant is a physical constant of great significance in physics, especially when discussing the Kinetic Theory of gases. Now let’s learn about the Boltzmann constant and its dimensional formula.
Table of Content
- What is Boltzmann Constant?
- What is Dimensional Formula of Boltzmann Constant?
- Importance of Dimensional Formula
- Boltzmann Constant Dimensions: FAQs
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