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isotropic compressible hyperelastic 10.1016/J.TAFMEC.2019.102309

An asymptotic plane strain analysis is carried out in order to study the notch problem in a homogeneous isotropic compressible hyperelastic material whose behavior is governed by the Blatz-Ko constitutive law.

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isotropic compressible hyperelastic 10.1007/S00466-018-1658-6

The Neo-Hookean isotropic compressible hyperelastic material model is considered.

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10.1016/J.TAFMEC.2019.102309

An asymptotic plane strain analysis is carried out in order to study the notch problem in a homogeneous isotropic compressible hyperelastic material whose behavior is governed by the Blatz-Ko constitutive law.

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10.1007/978-3-030-17747-8_37

We consider a model of the physically linear isotropic compressible material with six material parameters.

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10.1007/S00466-018-1658-6

The Neo-Hookean isotropic compressible hyperelastic material model is considered.

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10.1103/PhysRevFluids.5.104802

We consider an isotropic compressible non-dissipative fluid with broken parity subject to free surface boundary conditions in two spatial dimensions.

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Isotropic Compressible

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Oct 10, 2024

What is/are Isotropic Compressible?

Isotropic Compressible - An asymptotic plane strain analysis is carried out in order to study the notch problem in a homogeneous isotropic compressible hyperelastic material whose behavior is governed by the Blatz-Ko constitutive law. ^[1] We consider a model of the physically linear isotropic compressible material with six material parameters. ^[2] The Neo-Hookean isotropic compressible hyperelastic material model is considered. ^[3] We consider an isotropic compressible non-dissipative fluid with broken parity subject to free surface boundary conditions in two spatial dimensions. ^[4]

isotropic compressible hyperelastic

An asymptotic plane strain analysis is carried out in order to study the notch problem in a homogeneous isotropic compressible hyperelastic material whose behavior is governed by the Blatz-Ko constitutive law. ^[1] The Neo-Hookean isotropic compressible hyperelastic material model is considered. ^[2]