FEM EquationHeat: Difference between revisions

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This equation describes the heat transfer in rigid and fluid bodies.
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==Usage== <!--T:9-->
==Usage==


# After adding an Elmer solver as described [[FEM_SolverElmer#Equations|here]], select it in the [[Tree_view|tree view]].
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# Now either use the toolbar button [[Image:FEM_EquationHeat.svg|24px]] or the menu {{MenuCommand|Solve → Heat equation}}.
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# Change the [[#Solver_Settings|equation's solver settings]] or the [[FEM_SolverElmer_SolverSettings|general solver settings]] if necessary.

==Solver Settings==

For the general solver settings, see the [[FEM_SolverElmer_SolverSettings|Elmer solver settings]].

The heat equation provides these special settings:
* {{PropertyData|Bubbles}}: There is also a residual-free-bubbles formulation of the stabilized finite-element method. It is more accurate and does not include any ad hoc terms. However, it may be computationally more expensive. If both {{PropertyData|Bubbles}} and {{PropertyData| [[FEM_SolverElmer_SolverSettings#Base|Stabilize]]}} are ''false'', no stabilization is used and then the results might easily be nonsensical.





Revision as of 22:57, 13 August 2022

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FEM EquationHeat

Menu location
Solve → Heat equation
Workbenches
FEM
Default shortcut
None
Introduced in version
0.19
See also
FEM tutorial

Description

This equation describes the heat transfer in rigid and fluid bodies.

Usage

  1. After adding an Elmer solver as described here, select it in the tree view.
  2. Now either use the toolbar button or the menu Solve → Heat equation.
  3. Change the equation's solver settings or the general solver settings if necessary.

Solver Settings

For the general solver settings, see the Elmer solver settings.

The heat equation provides these special settings:

  • DataBubbles: There is also a residual-free-bubbles formulation of the stabilized finite-element method. It is more accurate and does not include any ad hoc terms. However, it may be computationally more expensive. If both DataBubbles and Data Stabilize are false, no stabilization is used and then the results might easily be nonsensical.