Solid Stress
Simcenter STAR-CCM+ allows you to model the response of a solid continuum to applied loads, including mechanical loads and thermal loads that result from changes in the solid temperature.
The Solid Stress model computes the displacement of the solid structure using the finite element method and then calculates the corresponding stresses and strains. The fundamentals of Solid Mechanics and the finite element implementation in Simcenter STAR-CCM+ are presented in the Solid Mechanics section of the Theory Guide.
Additional models target specific applications, such as nonlinear geometry, thermal expansion, and Fluid-Structure Interaction (FSI). In thermal strain and FSI simulations, you can use the finite element solid stress models in combination with the finite volume fluid models.
- Parts-based mesh operations
- Contact-based interfaces for multi-part assemblies and FSI
- Loads and constraints on part surfaces, curves, and points using segments
Overview
- Target Applications
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- Static or dynamic stress analysis with linear and nonlinear materials and:
- single parts or multi-part assemblies
- linear or nonlinear geometry
- mechanical and/or thermal loads
- One-way or two-way coupled Fluid-Structure Interaction (FSI) analysis
- Static or dynamic stress analysis with linear and nonlinear materials and:
- Mesh Requirements
- Supported Mesh:
- 3D linear and quadratic finite elements:
- Hexahedra (Hex8, Hex20)
- Tetrahedra (Tet4, Tet10)
- Wedges (Wedge6, Wedge15)
- Pyramids (Pyramid5, Pyramid13)
- 3D linear and quadratic finite elements:
- Parts/Regions Layout
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- Single Part or Multi-Part Assembly
- Parts-based interfaces:
- Solid/Solid bonded and small sliding frictionless interfaces between solid parts
- Solid/Fluid Interfaces for FSI applications
- Loads and Constraints
- With the Solid Stress model, Simcenter STAR-CCM+ introduces a simulation object called a segment, which together with other region and boundary inputs, is used to apply constraints and mechanical loads on surfaces, vertices, and curves.
- Solution
- Sparse Direct Solver: