Extensions of this relation to 3 dimensions involve a fourth-order tensor with 81 coefficients symbolized sigma for stiffness, or Cauchy's 36-entry compliance matrix.
Extensions of this relation to 3 dimensions involve a fourth-order tensor with 81 coefficients symbolized sigma for stiffness, or Cauchy's 36-entry compliance matrix. Inapplicable to rubber, this relation applies below the yield strength to linear-elastic materials for which Young's modulus is defined. Usable for a parallel or series system of harmonic oscillators, as well as individuals, for 10 points, name this law stating that the restoring force is proportional to displacement, by the formula F equals negative k x, in springs.
Extensions of this relation to 3 dimensions involve a fourth-order tensor with 81 coefficients symbolized sigma for stiffness, or Cauchy's 36-entry compliance matrix.
Hooke's Law