Young's Modulus and does not apply outside the range of elasticity.
Objects with imperfect adherence to this law are described by the Duffing equation, while isotropic entities are described by this law with Lamé constants and Poisson's ratio. Augustin Cauchy stated that a stiffness tensor must be added to this statement for it to hold true in three-dimensions. It is expressed as area over length multiplied by (*) Young's Modulus and does not apply outside the range of elasticity. Often considered to be the ratio between stress and strain, it is described as "F equals negative kx." For 10 points, name this law named after a British scientist that worked with springs.
Objects with imperfect adherence to this law are described by the Duffing equation, while isotropic entities are described by this law with Lamé constants and Poisson's ratio.
{Hooke’s} law