MaterialParameters
Material properties for a given phase can be set with SetMaterialParams, whereas all properties are stored in the MaterialParams structure. Information about the material parameter is found at MaterialParamsInfo. This can be employed
GeoParams.MaterialParameters.MaterialParamsInfo Type
MaterialParamsInfoStructure that holds information (Equation, Comment, BibTex_Reference) about a given material parameter, which can be used to create parameter tables, documentation etc.
Usually used in combination with param_info(the_parameter_of_interest)
GeoParams.MaterialParameters.SetMaterialParams Function
SetMaterialParams(; Name::String="", Phase::Int64=1,
Density = nothing,
Gravity = nothing,
CreepLaws = nothing,
Elasticity = nothing,
Plasticity = nothing,
CompositeRheology = nothing,
ChemDiffusion = nothing,
Conductivity = nothing,
HeatCapacity = nothing,
RadioactiveHeat = nothing,
LatentHeat = nothing,
ShearHeat = nothing,
Permeability = nothing,
Melting = nothing,
SeismicVelocity = nothing,
CharDim::GeoUnits = nothing)Sets material parameters for a given phase.
If CharDim is specified the input parameters are non-dimensionalized. Note that if Density is specified, we also set Gravity even if not explicitly listed
Examples
Define two viscous creep laws & constant density:
julia> Phase = SetMaterialParams(Name="Viscous Matrix",
Density = ConstantDensity(),
CreepLaws = (PowerlawViscous(), LinearViscous(η=1e21Pa*s)))
Phase 1 : Viscous Matrix
| [dimensional units]
|
|-- Density : Constant density: ρ=2900 kg m⁻³
|-- Gravity : Gravitational acceleration: g=9.81 m s⁻²
|-- CreepLaws : Powerlaw viscosity: η0=1.0e18 Pa s, n=2.0, ε0=1.0e-15 s⁻¹
| Linear viscosity: η=1.0e21 Pa sDefine two viscous creep laws & P/T dependent density and nondimensionalize
julia> CharUnits_GEO = GEO_units(viscosity=1e19, length=1000km);
julia> Phase = SetMaterialParams(Name="Viscous Matrix", Phase=33,
Density = PT_Density(),
CreepLaws = (PowerlawViscous(n=3), LinearViscous(η=1e23Pa*s)),
CharDim = CharUnits_GEO)
Phase 33: Viscous Matrix
| [non-dimensional units]
|
|-- Density : P/T-dependent density: ρ0=2.9e-16, α=0.038194500000000006, β=0.01, T0=0.21454659702313156, P0=0.0
|-- Gravity : Gravitational acceleration: g=9.810000000000002e18
|-- CreepLaws : Powerlaw viscosity: η0=0.1, n=3, ε0=0.001
| Linear viscosity: η=10000.0You can also create an array that holds several parameters:
julia> MatParam = Array{MaterialParams, 1}(undef, 2);
julia> Phase = 1;
julia> MatParam[Phase] = SetMaterialParams(Name="Upper Crust", Phase=Phase,
CreepLaws= (PowerlawViscous(), LinearViscous(η=1e23Pa*s)),
Density = ConstantDensity(ρ=2900kg/m^3));
julia> Phase = 2;
julia> MatParam[Phase] = SetMaterialParams(Name="Lower Crust", Phase=Phase,
CreepLaws= (PowerlawViscous(n=5), LinearViscous(η=1e21Pa*s)),
Density = PT_Density(ρ0=3000kg/m^3));
julia> MatParam
2-element Vector{MaterialParams}:
Phase 1 : Upper Crust
| [dimensional units]
|
|-- Density : Constant density: ρ=2900 kg m⁻³
|-- Gravity : Gravitational acceleration: g=9.81 m s⁻²
|-- CreepLaws : Powerlaw viscosity: η0=1.0e18 Pa s, n=2.0, ε0=1.0e-15 s⁻¹
| Linear viscosity: η=1.0e23 Pa s
Phase 2 : Lower Crust
| [dimensional units]
|
|-- Density : P/T-dependent density: ρ0=3000 kg m⁻³, α=3.0e-5 K⁻¹, β=1.0e-9 Pa⁻¹, T0=0 °C, P0=0 MPa
|-- Gravity : Gravitational acceleration: g=9.81 m s⁻²
|-- CreepLaws : Powerlaw viscosity: η0=1.0e18 Pa s, n=5, ε0=1.0e-15 s⁻¹
| Linear viscosity: η=1.0e21 Pa sGeoParams.MaterialParameters.MaterialParams Type
MaterialParamsStructure that holds all material parameters for a given phase
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