proposition 30.34 Minimum of the potential energy

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proposition 30.34: Minimum of the potential energy30.34proposition 30.30: Stability bounds30.30proposition 30.23: Virtual work; the weak form30.23example 30.35: From single crystals to the isotropic aggregate30.35proof : ch:13-continuum-elasticity@proof-16proofequation 30.23: eq:elast-energy-density30.23theorem 5.116: Sylvester's law of inertia5.116phenomenon 30.43: Two bulk wave speeds30.43phenomenon 30.32: Poisson contraction30.32theorem 30.42: Uniqueness in elastodynamics30.42proof : ch:13-continuum-elasticity@proof-13proofdefinition 30.22: Boundary conditions of elastostatics30.22theorem 30.21: Cauchy's equation of motion30.21phenomenon 30.70: Hertzian contact30.70remark 30.69: Saint-Venant's principle, and its exact status30.69proof : ch:13-continuum-elasticity@proof-10proofproposition 30.33: Conversion among the moduli30.33

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typedirectionnode provenancewhere
depends_on Stability bounds declared parts/03-classical-mechanics/13-continuum-elasticity.tex:1073
depends_on Virtual work; the weak form declared parts/03-classical-mechanics/13-continuum-elasticity.tex:1073
depends_on From single crystals to the isotropic aggregate declared parts/03-classical-mechanics/13-continuum-elasticity.tex:1191
proves ch:13-continuum-elasticity@proof-16 declared parts/03-classical-mechanics/13-continuum-elasticity.tex:1076