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By Guy Waldo Dunnington

A learn Of His existence And paintings.

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Fiber HAL Cont. Ribbon ❏ HAL Disc. Ribbon ❏ HAL Particulate ❏ Short Fiber 1D ❏ Short Fiber 2D Option 2 ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ Tabular Input Creep Law 111 Creep Law 112 Creep Law 121 Creep Law 122 Creep Law 211 Creep Law 212 Creep Law 221 Creep Law 222 Creep Law 300 Option 3 Option 4 Option 5 4 Isotropic Linear Elastic This subordinate form appears when the Input Properties button is selected on the Materials form and Isotropic is selected on the Material form and when Linear Elastic is the selected Constitutive Model on the Input Options form.

Object Isotropic Option 1 Option 2 Option 3 Option 4 Option 5 ❏ Linear Elastic ❏ Nonlinear Elastic ❏ Hyperelastic ❏ Nearly Incompressible ❏ Elastoplastic ❏ Stress/Strain ❏ Test Data ❏ Coefficients - Mooney Rivlin ❏ von Mises - Isotropic - Kinematic - Combined ❏ Tresca - Isotropic - Kinematic - Combined ❏ Mohr-Coulomb - Isotropic - Kinematic - Combined ❏ Drucker-Prager - Isotropic - Kinematic - Combined ❏ von Mises - Isotropic - Kinematic - Combined ❏ Tresca - Isotropic - Kinematic - Combined ❏ Mohr-Coulomb - Isotropic - Kinematic - Combined ❏ Drucker-Prager - Isotropic - Kinematic - Combined Curve ❏ Hardening Slope ❏ Failure ❏ Creep ❏ ❏ ❏ ❏ ❏ n/a ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ Tabular Input Hill Hoffman Tsai-Wu Maximum Strain Creep Law 111 Creep Law 112 Creep Law 121 Creep Law 122 Creep Law 211 Creep Law 212 Creep Law 221 Creep Law 222 Creep Law 300 1 2 3 CHAPTER 2 Building A Model Object Option 1 2D Orthotropic ❏ Linear Elastic 3D Orthotropic ❏ Linear Elastic 2D Anisotropic ❏ Linear Elastic ❏ Elastoplastic Option 2 ❏ Stress/Strain Option 3 ❏ von Mises - Isotropic - Kinematic - Combined ❏ Tresca - Isotropic - Kinematic - Combined ❏ Mohr-Coulomb - Isotropic - Kinematic - Combined ❏ Drucker- - Isotropic - Kinematic - Combined Curve Prager ❏ Hardening Slope ❏ Failure ❏ ❏ ❏ ❏ ❏ n/a Hill Hoffman Tsai-Wu Maximum Strain Option 4 ❏ von Mises - Isotropic - Kinematic - Combined ❏ Tresca - Isotropic - Kinematic - Combined ❏ Mohr-Coulomb - Isotropic - Kinematic - Combined ❏ Drucker-Prager - Isotropic - Kinematic - Combined Option 5 3 Object Option 1 ❏ Creep 3D Anisotropic Option 2 ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ ❏ Option 3 Option 4 Tabular Input Creep Law 111 Creep Law 112 Creep Law 121 Creep Law 122 Creep Law 211 Creep Law 212 Creep Law 221 Creep Law 222 Creep Law 300 ❏ Linear Elastic ❏ Elastoplastic ❏ Stress/Strain ❏ von Mises - Isotropic - Kinematic - Combined ❏ Tresca - Isotropic - Kinematic - Combined ❏ Mohr-Coulomb - Isotropic - Kinematic - Combined ❏ Drucker- - Isotropic - Kinematic - Combined Curve Prager ❏ Hardening Slope ❏ von Mises - Isotropic - Kinematic - Combined ❏ Tresca - Isotropic - Kinematic - Combined ❏ Mohr-Coulomb - Isotropic - Kinematic - Combined ❏ Drucker- - Isotropic - Kinematic - Combined Prager Option 5 CHAPTER 2 Building A Model Object Option 1 ❏ Creep Composite ❏ ❏ ❏ ❏ ❏ Laminate Rule of Mixtures HAL Cont.

Use this form to define the linear elasticity values and other miscellaneous values for an Isotropic material. The translator will produce MAT1 entry. Input Options Linear Elastic Constitutive Model: Property Name Value Elastic Modulus = Poisson’s Ratio = Shear Modulus = Density = Thermal Expansion Coeff = Structural Damping Coeff = Reference Temperature = Current Constitutive Models: -Apply- Clear Cancel CHAPTER 2 Building A Model Nonlinear Elastic This subordinate form appears when the Input Properties button is selected on the Materials form, Isotropic is the selected Object, and Nonlinear Elastic is the selected Constitutive Model on the Input Options form.

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Carl Friedrich Gauss Titan of Science by Guy Waldo Dunnington


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