- Research Article
1
- 10.1063/5.0271039
An efficient method to determine conjugate heat transfer in moving bodies on parallel computing systems
- Jun 01, 2025
- Physics of Fluids
- Thede Kiwitt + 2 more +2
An efficient numerical method to simulate the conjugate heat transfer between a fluid and moving bodies is presented. The numerical approach is based on hierarchical Cartesian meshes and formulated for immersed boundaries such that simulations can be performed for solid bodies of arbitrary shape and without interpolation assumption on parallel high-performance computing systems. To ensure a consistent temperature and heat flux across the fluid–solid interface, a direct iterative procedure incorporating the solid and the fluid domains is used such that a fully energy conserving method is obtained. The method is validated by comparing simulation results for generic three-dimensional problems of stationary and moving geometries with reference data, for which also the conservation properties and the accuracy of the method are demonstrated. Results for the heat transfer of a sphere at a fixed position in an adiabatic domain, the flow over a backward-facing step, and a shape-transforming body are shown. Additionally, results for moving bodies are presented, which demonstrate the accuracy and versatility of the developed method. Finally, the efficient implementation of the algorithm for usage on parallel computing systems is shown by scaling and benchmark plots.
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