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Module 3 Constitutive Equations

Module 3 Constitutive Equations

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Assuming equivalence of the mixed partials: C ijkl= @2 2^ @ kl@ ij = @ ^ @ ij@ kl = C klij (3.12) This further reduces the number of material constants to 21. The most general anisotropic linear elastic material therefore has 21 material constants. We can write the stress-strain relations for a linear elastic material exploiting these ...

  Linear, Equations, Module, Mixed, Constitutive, Module 3 constitutive equations

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