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- Mooney–Rivlin_solid abstract "In continuum mechanics, a Mooney–Rivlin solid is a hyperelastic material model where the strain energy density function is a linear combination of two invariants of the left Cauchy–Green deformation tensor . The model was proposed by Melvin Mooney in 1940 and expressed in terms of invariants by Ronald Rivlin in 1948.The strain energy density function for an incompressible Mooney–Rivlin material iswhere and are empirically determined material constants, and and are the first and the second invariant of the unimodular component of the left Cauchy–Green deformation tensor:where is the deformation gradient. For an incompressible material, .".
- Mooney–Rivlin_solid wikiPageID "2389236".
- Mooney–Rivlin_solid wikiPageRevisionID "606560853".
- Mooney–Rivlin_solid subject Category:Continuum_mechanics.
- Mooney–Rivlin_solid subject Category:Non-Newtonian_fluids.
- Mooney–Rivlin_solid subject Category:Rubber_properties.
- Mooney–Rivlin_solid subject Category:Solid_mechanics.
- Mooney–Rivlin_solid comment "In continuum mechanics, a Mooney–Rivlin solid is a hyperelastic material model where the strain energy density function is a linear combination of two invariants of the left Cauchy–Green deformation tensor .".
- Mooney–Rivlin_solid label "Material de Mooney-Rivlin".
- Mooney–Rivlin_solid label "Mooney–Rivlin solid".
- Mooney–Rivlin_solid sameAs Mooney%E2%80%93Rivlin_solid.
- Mooney–Rivlin_solid sameAs Material_de_Mooney-Rivlin.
- Mooney–Rivlin_solid sameAs Q6907763.
- Mooney–Rivlin_solid sameAs Q6907763.
- Mooney–Rivlin_solid wasDerivedFrom Mooney–Rivlin_solid?oldid=606560853.