elastic_compliance_tensor: Calculate the isotropic elasticity tensor using Hooke's law...
In abarbour/stress: Tools for Working with Stresses and Focal-mechanism Inversions
Description
Usage
Arguments
Details
Value
See Also
Examples
Description
Calculate the isotropic elasticity tensor using Hooke's law of elasticity
Usage
1
elastic_compliance_tensor(nu = 0.25, Youngs = 7.5e+10)
Arguments
nu
numeric; the Poisson's ratio
Youngs
numeric; Young's modulus
Details
Hooke's law is relating stress σ to strain ε is
σ = \strong{C} ε
or
σ = 2 μ ε + λ \strong{I} \diag(ε)
where λ,μ are Lame's first and second constants of elasticity.
This function calculates C for 3D elasticity – a 6x6 tensor with three independent quantities.
Value
A symmetric matrix of elastic constants
See Also
Examples
1
abarbour/stress documentation built on Oct. 5, 2019, 11:20 a.m.
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Description Usage Arguments Details Value See Also Examples
Description
Calculate the isotropic elasticity tensor using Hooke's law of elasticity
Usage
1 | elastic_compliance_tensor(nu = 0.25, Youngs = 7.5e+10)
|
Arguments
nu |
numeric; the Poisson's ratio |
Youngs |
numeric; Young's modulus |
Details
Hooke's law is relating stress σ to strain ε is
σ = \strong{C} ε
or
σ = 2 μ ε + λ \strong{I} \diag(ε)
where λ,μ are Lame's first and second constants of elasticity.
This function calculates C for 3D elasticity – a 6x6 tensor with three independent quantities.
Value
A symmetric matrix of elastic constants
See Also
Examples
1 |
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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