Conjugate Heat Transfer and Thermal Stress: Exhaust Manifold

Simcenter STAR-CCM+ allows you to combine the advantages of the finite volume (FV) and the finite element (FE) methods together in the same simulation.

In this tutorial, you study the thermal expansion of an exhaust manifold in response to hot gas entering the inlets. The simulation incorporates both conjugate heat transfer (CHT) between the solid and the fluid, and thermal expansion in the solid due to the temperature changes. For the gas, you solve for fluid flow and energy using the FV method; for the manifold, you solve for the solid temperature and corresponding thermal stress using the FE method.

Conjugate Heat Transfer (CHT) Solid Thermal Expansion and Stress
Solid Temperature

Solid Stress

Fluid Temperature

Solid Thermal Expansion

In the simulation, you first solve for conjugate heat transfer in order to compute the steady-state temperature distribution throughout the manifold. You then run the solid stress solver in order to compute the thermal strain on the manifold. The simulation strategy, including the model geometry and assumptions, is summarized below.

CHT Analysis

Solid Domain Fluid Domain
Geometry Imported CAD model Extracted from solid geometry using part operations
Mesh Tetrahedral elements with mid-side nodes Polyhedral cells. The mesh is extruded at the outlet.
Assumptions and Models
  • Material: Ductile Iron
  • Material: Air
  • Equation of State: Ideal Gas
  • Flow Regime: Turbulent
Boundary Conditions Outer boundaries: Convection
  • Ambient temperature: 420 K
  • Heat transfer coefficient: 600 W/m^2-K

Cylinder head boundary: constant temperature of 440 K

  • Temperature at inlets: 1200 K
  • Mass flow rate at inlets: 0.1 kg/s
Type of Analysis Steady Steady
Discretization and Solution Method Finite element (FE) Finite volume (FV)

Thermal Strain Analysis

Solid Domain
Geometry Same as above
Mesh Tetrahedral elements with mid-side nodes
Assumptions and Models
  • Material: Ductile Iron
  • Constitutive Law: Linear Elastic
  • Geometry: Linear
Boundary Conditions
  • Constraints: Normal displacement constraints on three planes
  • Loads: Thermal loads calculated during CHT analysis
Type of Analysis Static
Discretization and Solution Method Finite element (FE)