FEM EquationFlux/ru: Difference between revisions

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{{UnfinishedDocu{{#translation:}}}}
{{Docnav/ru
{{Docnav/ru
|[[FEM_EquationFlow/ru|Flow equation]]
|[[FEM_EquationElectrostatic/ru|Equation electrostatic]]
|[[FEM_EquationFlow/ru|Equation flow]]
|[[FEM_EquationHeat/ru|Heat equation]]
|[[FEM_Module/ru|FEM]]
|[[FEM_Workbench/ru|FEM]]
|IconL=Fem-equation-electrostatic.svg
|IconL=FEM_EquationFlow.svg
|IconR=FEM_EquationHeat.svg
|IconC=Workbench_FEM.svg
|IconC=Workbench_FEM.svg
|IconR=Fem-equation-flow.svg
}}
}}


<div class="mw-translate-fuzzy">
{{GuiCommand/ru
{{GuiCommand/ru
|Name=FEM EquationFluxsolver
|Name=FEM EquationFluxsolver
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|Icon=Fem-equation-fluxsolver.svg
|Icon=Fem-equation-fluxsolver.svg
|MenuLocation= Solve → Equation fluxsolver
|MenuLocation= Solve → Equation fluxsolver
|Workbenches=[[Fem Workbench/ru|FEM]]
|Workbenches=[[FEM_Workbench/ru|FEM]]
|Shortcut=
|Shortcut=
|SeeAlso=[[FEM_tutorial/ru|FEM tutorial]]
|SeeAlso=[[FEM_tutorial/ru|FEM tutorial]]
}}
}}
</div>


<div class="mw-translate-fuzzy">
==Description==
В разработке...
</div>


For info about the math of the equation, see the [http://www.elmerfem.org/blog/documentation/ Elmer models manual], section ''Flux Computation''.
ToDo


==Usage==
==Usage==


# After adding an Elmer solver as described [[FEM_SolverElmer#Equations|here]], select it in the [[Tree_view|tree view]].
<br />
# Either use the toolbar button [[Image:FEM_EquationFlux.svg|24px]] or the menu {{MenuCommand|Solve → Flux equation}}.
# Now either add a heat equation (toolbar button [[Image:FEM_EquationHeat.svg|24px]] or menu {{MenuCommand|Solve → [[FEM_EquationHeat|Heat equation]]}}) or an electrostatic equation (toolbar button [[Image:FEM_EquationElectrostatic.svg|24px]] or menu {{MenuCommand|Solve → [[FEM_EquationElectrostatic|Electrostatic equation]]}}). This is important because the flux equation needs the boundary conditions set for these equations.
# When using the electrostatic equation, change the property {{PropertyData|Flux Coefficient}} to ''None''. and the property {{PropertyData|Flux Variable}} to ''Potential''.
# Change the [[#Solver_Settings|equation's solver settings]] or the [[FEM_SolverElmer_SolverSettings|general solver settings]] if necessary.


==Solver Settings==
{{Docnav

|[[FEM_EquationElectrostatic|Equation electrostatic]]
For the general solver settings, see the [[FEM_SolverElmer_SolverSettings|Elmer solver settings]].
|[[FEM_EquationFlow|Equation flow]]

|[[FEM_Module|FEM]]
The flux equation provides these special settings:
|IconL=Fem-equation-electrostatic.svg
* {{PropertyData|Average Within Materials}}: If {{TRUE}}, continuity is enforced within the same material in the discontinuous Galerkin discretization using the penalty terms of the discontinuous Galerkin formulation.
* {{PropertyData|Calculate Flux}}: Calculates the flux vector.
* {{PropertyData|Calculate Flux Abs}}: Calculates the absolute of the flux vector. Requires that {{PropertyData|Calculate Flux}} is {{TRUE}}.
* {{PropertyData|Calculate Flux Magnitude}}: Computes the magnitude of the vector field. Requires that {{PropertyData|Calculate Flux}} is {{TRUE}}.</br>Basically it is the same as {{PropertyData|Calculate Flux Abs}} but this requires less memory because it solves the matrix equation only once. The downside is that negative values may be introduced.
* {{PropertyData|Calculate Grad}}: Calculates the gradient of the flux.
* {{PropertyData|Calculate Grad Abs}}: Calculates the absolute flux gradient. Requires that {{PropertyData|Calculate Grad}} is {{TRUE}}.
* {{PropertyData|Calculate Grad Magnitude}}: Computes the magnitude of the vector field. Requires that {{PropertyData|Calculate Grad}} is {{TRUE}}.</br>Basically it is the same as {{PropertyData|Calculate Grad Abs}} but this requires less memory because it solves the matrix equation only once. The downside is that negative values may be introduced.
* {{PropertyData|Discontinuous Galerkin}}: For discontinuous fields the standard Galerkin approximation enforces continuity which may be unphysical. As a remedy for this, set this property to {{TRUE}}. Then the result may be discontinuous and may even be visualized as such.
* {{PropertyData|Enforce Positive Magnitude}}: If {{TRUE}}, the negative values of the computed magnitude fields are set to zero.
* {{PropertyData|Flux Coefficient}}: Name of the proportionality coefficient to compute the flux.
* {{PropertyData|Flux Variable}}: Name of the potential variable used to compute the gradient.

==Analysis Feature Information==

The flux equation does not have its own boundary conditions. It takes the boundary conditions from the [[Image:FEM_EquationHeat.svg|24px]] [[FEM_EquationHeat|Heat equation]] or the [[Image:FEM_EquationElectrostatic.svg|24px]] [[FEM_EquationElectrostatic|Electrostatic equation]].

==Results==

The available results depend on the [[#Solver_Settings|solver settings]]. If none of the {{PropertyData|Calculate *}} settings was set to {{TRUE}}, nothing is calculated. Otherwise the corresponding results will also be available.

The resulting flux is either the heat flux in <math>\rm W/m^2</math> (misleadingly named "temperature flux") or the potential flux in <math>\rm W/m^2</math> (<math>\rm A\cdot V/m^2</math>).


{{Docnav/ru
|[[FEM_EquationFlow/ru|Flow equation]]
|[[FEM_EquationHeat/ru|Heat equation]]
|[[FEM_Workbench/ru|FEM]]
|IconL=FEM_EquationFlow.svg
|IconR=FEM_EquationHeat.svg
|IconC=Workbench_FEM.svg
|IconC=Workbench_FEM.svg
|IconR=Fem-equation-flow.svg
}}
}}


{{FEM Tools navi{{#translation:}}}}
{{FEM Tools navi{{#translation:}}}}
{{Userdocnavi{{#translation:}}}}
{{Userdocnavi{{#translation:}}}}
{{clear}}

Latest revision as of 13:22, 24 November 2023

Other languages:

FEM EquationFluxsolver

Системное название
FEM EquationFluxsolver
Расположение в меню
Solve → Equation fluxsolver
Верстаки
FEM
Быстрые клавиши
Нет
Представлено в версии
-
См. также
FEM tutorial

В разработке...

For info about the math of the equation, see the Elmer models manual, section Flux Computation.

Usage

  1. After adding an Elmer solver as described here, select it in the tree view.
  2. Either use the toolbar button or the menu Solve → Flux equation.
  3. Now either add a heat equation (toolbar button or menu Solve → Heat equation) or an electrostatic equation (toolbar button or menu Solve → Electrostatic equation). This is important because the flux equation needs the boundary conditions set for these equations.
  4. When using the electrostatic equation, change the property ДанныеFlux Coefficient to None. and the property ДанныеFlux Variable to Potential.
  5. 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 flux equation provides these special settings:

  • ДанныеAverage Within Materials: If true, continuity is enforced within the same material in the discontinuous Galerkin discretization using the penalty terms of the discontinuous Galerkin formulation.
  • ДанныеCalculate Flux: Calculates the flux vector.
  • ДанныеCalculate Flux Abs: Calculates the absolute of the flux vector. Requires that ДанныеCalculate Flux is true.
  • ДанныеCalculate Flux Magnitude: Computes the magnitude of the vector field. Requires that ДанныеCalculate Flux is true.
    Basically it is the same as ДанныеCalculate Flux Abs but this requires less memory because it solves the matrix equation only once. The downside is that negative values may be introduced.
  • ДанныеCalculate Grad: Calculates the gradient of the flux.
  • ДанныеCalculate Grad Abs: Calculates the absolute flux gradient. Requires that ДанныеCalculate Grad is true.
  • ДанныеCalculate Grad Magnitude: Computes the magnitude of the vector field. Requires that ДанныеCalculate Grad is true.
    Basically it is the same as ДанныеCalculate Grad Abs but this requires less memory because it solves the matrix equation only once. The downside is that negative values may be introduced.
  • ДанныеDiscontinuous Galerkin: For discontinuous fields the standard Galerkin approximation enforces continuity which may be unphysical. As a remedy for this, set this property to true. Then the result may be discontinuous and may even be visualized as such.
  • ДанныеEnforce Positive Magnitude: If true, the negative values of the computed magnitude fields are set to zero.
  • ДанныеFlux Coefficient: Name of the proportionality coefficient to compute the flux.
  • ДанныеFlux Variable: Name of the potential variable used to compute the gradient.

Analysis Feature Information

The flux equation does not have its own boundary conditions. It takes the boundary conditions from the Heat equation or the Electrostatic equation.

Results

The available results depend on the solver settings. If none of the ДанныеCalculate * settings was set to true, nothing is calculated. Otherwise the corresponding results will also be available.

The resulting flux is either the heat flux in (misleadingly named "temperature flux") or the potential flux in ().