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Summary Of: Hyperelastic material
The hyperelastic material is a special case of a... for a hyperelastic material is given by... The simplest hyperelastic material model is the Saint Venant...
Encyclodia Page On: Hyperelastic material
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elastic
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strain energy density function
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Cauchy elastic material
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linear elastic
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stress
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strain
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isotropic
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incompressible
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strain rate
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vulcanized
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elastomers
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biological tissues
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1
st
Piola-Kirchoff stress tensor
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deformation gradient
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Lagrangian Green strain
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right Cauchy-Green deformation tensor
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second Piola-Kirchhoff stress tensor
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Lagrangian Green strain
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right Cauchy-Green deformation tensor
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Cauchy stress
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Lagrangian Green strain
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right Cauchy-Green deformation tensor
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isotropic
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left Cauchy-Green deformation tensor
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right Cauchy-Green deformation tensor
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strain energy density function
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the left Cauchy-Green deformation tensor
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second Piola-Kirchhoff stress tensor
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right Cauchy-Green deformation tensor
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deformation gradient
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Cauchy stress
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derivatives of the invariants
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left Cauchy-Green deformation tensor
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stretches
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spectral decomposition
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incompressible
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Lagrangian multiplier
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converted
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Cauchy Stress tensor
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isotropic
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strain energy density function
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Lamé constants
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Ronald Rivlin
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Melvin Mooney
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Neo-Hookean
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Mooney-Rivlin
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phenomenological
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Mooney-Rivlin
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Ogden
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Yeoh
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mechanistic models
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Neo-Hookean
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ISBN 0-486-69648-0
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Categories
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Continuum mechanics
|
Rubber properties
|
Solid mechanics
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This article is licensed under the
GNU Free Documentation License
. It uses material from the
Wikipedia article "Hyperelastic material"
.
