Defining Temperature-Dependent Properties
The electromagnetic behavior of materials can vary due to changes in the material temperature. To account for the dependence of material properties on temperature, Simcenter STAR-CCM+ provides specific methods.
- Finite Element Magnetic Vector Potential Reference: Material Properties
- Finite Volume Magnetic Vector Potential Reference: Material Properties
- Transverse Magnetic Potential Reference: Material Properties
- Harmonic Balance FV Magnetic Vector Potential Model Reference: Material Properties
- Harmonic Balance FV Transverse Magnetic Potential Model Reference: Material Properties
To include thermal effects in the simulation:
-
In the relevant physics continuum, add a temperature model. You can choose
between:
- a physics model that solves for temperature (for example, the Segregated Fluid Temperature model for fluids or the Segregated Solid Energy model for solids).
- a physics model that allows you to prescribe the temperature field (for example, the Specified Fluid Isothermal model for fluids or the Specified Temperature model for solids). The Specified Temperature model requires either the Finite Element Magnetic Vector Potential model or the Transverse Magnetic Potential model.
- Specify the required thermal settings. When prescribing temperature, define the temperature of the relevant region, as required by the temperature model in use.
Materials from the Electromagnetic material database can contain predefined temperature-dependent values, which are automatically imported in Simcenter STAR-CCM+ as tables.
To define the magnetic permeability as a function of temperature:- Expand the relevant node.
-
Select the Magnetic Permeability node and define
using one of the following methods:
- For fluids and solids with a linear - curve, define with the Field Function method, using a function of temperature.
- For nonlinear solids (ferromagnetic and paramagnetic materials), define using the Table (B,H) method (see Defining the Magnetic Permeability Using a B-H Curve). To account for the temperature dependence, also define the magnetic susceptibility temperature factor (see Defining the Magnetic Susceptibility Temperature Factor).
- For permanent magnets, define using either the Field Function, Table (T), or Alpha-Beta Scaling methods. For more information on these methods, see Using Table(T), Using Polynomial in T, and Alpha-Beta Scaling Model Reference. For information on other properties available for permanent magnets, see Modeling Permanent Magnets.
To define the electrical conductivity
as a function of temperature:
- Select the Field Function, Polynomial in T, Resistivity Polynomial (T), or Table (T). node and set Method to either
-
Specify the value of
as required by the selected method.
For more information, see Using Table(T) and Using Polynomial in T.