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Basic Theorems in Dynamic Elasticity - UNAM

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Representation <strong>Theorems</strong>Suppose that the Green’s function is determ<strong>in</strong>ed with S as a rigidboundary. This implies that G <strong>in</strong> (ξ,t-τ ; x,0) = 0 for ξ <strong>in</strong> S en thus:Second Representation TheoremAlternatively we can use the Green’s function determ<strong>in</strong>ed with a freesurface, so the tractionis zero for ξ <strong>in</strong> Sand thus:Third Representation Theorem

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