Solving the model

This lesson introduces the numerical solution techniques used by the thermal solver for steady-state and transient thermal analyses.

This lesson may include hands-on exercises. Review the Discussion section for background information or click the button to proceed to the practical section.

Discussion

Simcenter 3D Space Systems Thermal uses a finite volume based thermal solver to compute steady-state and transient heat transfer solutions. The solver can handle linear and nonlinear thermal problems involving conduction, convection, and radiation. It generates thermal nodes from mesh elements, computes conductances based on geometry and material properties, assembles a global conductance matrix, and solves the resulting system of equations.

The thermal solver supports different numerical approaches for computing conductances, including the Element Center and Element CG methods. The Element CG method introduces boundary elements at beam ends, shell edges, and solid surfaces to improve accuracy, particularly for irregular meshes and models involving radiation or convection. This method is generally more tolerant of distorted elements and provides improved accuracy for complex thermal models.
Illustration showing element center and element CG methods and selection method in the dialog box.

Before solving a model, you must define a solution, which specifies the analysis type, boundary conditions, and solver options. Simcenter 3D supports steady-state and transient thermal solutions. Initial conditions define the starting temperature state for nonlinear iterations, and restart options allow reuse of previous solution data to improve convergence or recover from interrupted runs.

Solver behavior and convergence are controlled using Solver Parameters, including convergence criteria, iteration limits, relaxation factors, and conjugate gradient settings. These parameters are critical for ensuring solution stability and efficiency, especially for nonlinear problems involving radiation. Specialized options are also available to control radiative heat transfer calculations and improve performance for large or complex models.

Hands-on material

To gain experience with the topics discussed here, complete the following:

Further learning