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Rigidity, in the context of physics and materials science, is the extent to which an object resists deformation in response to an applied force. The specific formula to check or calculate rigidity depends on what aspect of rigidity you are referring to, as it can relate to several different physical quantities, including shear modulus and modulus of elasticity. Here are two common formulas related to rigidity:
1. Shear Modulus (Rigidity Modulus): The shear modulus, also known as the modulus of rigidity, measures an object’s ability to resist deformation in the form of shear stress. The formula to calculate shear modulus ((G)) is given by:
[G = frac{tau}{gamma}]
where:
– (G) is the shear modulus or modulus of rigidity,
– (tau) is the shear stress applied to the material (force per unit area),
– (gamma) is the shear strain (the deformation of the material).
2. Young’s Modulus of Elasticity: While not directly called rigidity, Young’s Modulus ((E)) is another measure of a material’s stiffness or rigidity. It measures the rigidity of an object by depicting how much it will stretch (elongate or compress) under a given amount of stress. The formula for Young’s Modulus is:
[E = frac{sigma}{epsilon}]
where:
– (E) is Young’s modulus,
a
Explanation: The moment of inertia, the weight of magnetic frame and the radius is
calculated first. The machine is highly rigid if the moment of inertia is greater than or
equal to the product of weight of magnetic frame and square of radius divided by 225