definition 30.11 Green strain

open in the book · parts/03-classical-mechanics/13-continuum-elasticity.tex:323 · p. 1010

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definition 30.11: Green strain30.11definition 30.6: Linear strain and infinitesimal rotation30.6equation 30.2: eq:elast-displacement30.2proposition 30.12: The Green strain measures length exactly30.12definition 13.91: Symmetric and antisymmetric parts13.91definition A.680: Kirchhoff kinematicsA.680definition 30.24: The elasticity tensor30.24example 30.13: A rigid rotation forges a strain of -θ^2/230.13example 30.10: Simple shear and pure shear are the same strain30.10lemma A.681: Strains under the Kirchhoff hypothesisA.681proposition 30.14: Saint-Venant compatibility is necessary30.14proposition 30.8: The trace is the fractional volume change30.8proposition 30.9: Principal strains30.9proposition 30.7: Strain is a Cartesian tensor of rank two30.7definition 13.118: Line element13.118proof : ch:13-continuum-elasticity@proof-4proof

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typedirectionnode provenancewhere
depends_on Linear strain and infinitesimal rotation declared parts/03-classical-mechanics/13-continuum-elasticity.tex:331
depends_on eq:elast-displacement declared parts/03-classical-mechanics/13-continuum-elasticity.tex:331
depends_on The Green strain measures length exactly declared parts/03-classical-mechanics/13-continuum-elasticity.tex:342