.Buildings.HeatTransfer.Conduction.MultiLayer

Information

This is a model of a heat conductor with multiple material layers and energy storage. The construction has at least one material layer, and each layer has at least one temperature node. The layers are modeled using an instance of Buildings.HeatTransfer.Conduction.SingleLayer. See this model for an explanation of the equations that are applied to each material layer.

Important parameters

The construction material is defined by a record of the package Buildings.HeatTransfer.Data.OpaqueConstructions. This record allows specifying materials that store energy, and material that are a thermal conductor only with no heat storage. To assign the material properties to this model, do the following:

  1. Create an instance of a record of Buildings.HeatTransfer.Data.OpaqueConstructions, for example by dragging the record into the schematic model editor.
  2. Make sure the instance has the attribute parameter, which may not be assigned automatically when you drop the model in a graphical editor. For example, an instanciation may look like
     parameter Data.OpaqueConstructions.Insulation100Concrete200 layers
       "Material layers of construction"
       annotation (Placement(transformation(extent={{-80,60},{-60,80}})));
    
  3. Assign the instance of the material to the instance of the heat transfer model as shown in Buildings.HeatTransfer.Examples.ConductorMultiLayer.

The parameters stateAtSurface_a and stateAtSurface_b determine whether there is a state variable at these surfaces, as described above. Note that if stateAtSurface_a = true, then there is temperature state on the surface a with prescribed value, as determined by the differential equation of the heat conduction. Hence, in this situation, it is not possible to connect a temperature boundary condition such as Buildings.HeatTransfer.Sources.FixedTemperature as this would yield to specifying the same temperature twice. To avoid this, either set stateAtSurface_a = false, or place a thermal resistance between the boundary condition and the surface of this model. The same applies for surface b. See the examples in Buildings.HeatTransfer.Examples.

Revisions


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