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LaserWeld316LStainlessSteel.h
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9 
10 #pragma once
11 
12 #include "Material.h"
13 
19 {
20 public:
22 
24 
25 protected:
26  virtual void computeQpProperties();
27 
33  const Real _c_mu0;
34  const Real _c_mu1;
35 
42  const Real _c_k0_s;
43  const Real _c_k1_s;
44  const Real _c_k2_s;
45  const Real _c_k0_l;
46  const Real _c_k1_l;
47  const Real _c_k2_l;
48 
54  const Real _c_cp0_s;
55  const Real _c_cp1_s;
56  const Real _c_cp0_l;
57 
63  const Real _c_rho0_s;
64  const Real _c_rho1_s;
65  const Real _c_rho2_s;
66  const Real _c_rho0_l;
67  const Real _c_rho1_l;
68  const Real _c_rho2_l;
69 
71  const Real _Tmax;
72 
79  const Real _Tl;
80  const Real _Ts;
81 
85 
91 
94 
95 private:
96 
99 };
const Real _Tmax
Bounding temperature for the viscosity.
ADMaterialProperty< Real > & _rho
ADMaterialProperty< Real > & _mu
Material properties that get updated in this object.
A material that computes 316L volumetric stainless steel properties relevant to doing laser welding m...
const Real _c_cp0_s
An approximate for the speific heat is provided in paper: Kim, C.S., 1975.
const Real _c_mu0
An approximate for the dynamic viscosity is provided in paper: Kim, C.S., 1975.
LaserWeld316LStainlessSteel(const InputParameters &parameters)
const ADVariableValue & _temperature
We need to know the temperature and the gradient of the temperature.
const Real _c_rho0_s
An approximate for the density is provided in paper: Kim, C.S., 1975.
const Real _c_k0_s
The thermal conductivity is taken from: Pichler, Peter, et al.
ADMaterialProperty< RealVectorValue > & _grad_k
The gradient of the thermal conductivity.
ADMaterialProperty< Real > & _cp
ADMaterialProperty< Real > & _k
DIE A HORRIBLE DEATH HERE typedef LIBMESH_DEFAULT_SCALAR_TYPE Real
const ADVariableGradient & _grad_temperature
static InputParameters validParams()
const InputParameters & parameters() const
const Real _Tl
The liquidus and solidus temperatures, both taken from: Pichler, Peter, et al.
const bool _use_constant_density
If a constant density should be used (would discard buoyancy effects)