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Constitutive Equations in Differential Form for Multiaxial Tension States

4 CONSTITUTIVE EQUATIONS IN DIFFERENTIAL FORM FOR MULTIAXIAL TENSION STATES [Pg.703]

If the dilational and deviatoric components are separated, reasoning similar to that used in the case of integral representation leads to the equations (5, p. 78) [Pg.703]

As Eqs. (5.84) and (5.87) indicate, the tensile modulus and the Poisson ratio are related to the shear and bulk relaxation moduh by the formulae [Pg.704]

Equations (16.32) suggest that these relationships for a viscoelastic material under multiaxial stresses can be written as [Pg.704]

Note that equations similar to Eq. (16.33) hold for the dynamic functions, that is. [Pg.704]




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