The Heat Transfer in Thin Films Interface
The Heat Transfer in Thin Films (htsh) interface (), found in the Thin Structures physics area under the Heat Transfer branch (), is used to model heat transfer by conduction, convection and radiation in thin structures. A Thin Film model is active by default on all boundaries. All functionalities for including other boundary contributions, such as surface-to-surface radiation, are also available.
The temperature equation defined on thin films corresponds to the tangential differential form of the convection-diffusion equation that may contain additional contributions such as heat sources.
The physics interface is available for 2D components, 3D components, and for axisymmetric components with cylindrical coordinates in 2D.
When this version of the physics interface is added, these default nodes are also added to the Model Builder: Thin Film, Insulation/Continuity (a boundary condition), and Initial Values. Then, from the Physics toolbar, add additional nodes that implement, for example, edge or point conditions, and heat sources. You can also right-click Heat Transfer in Thin Films to select physics features from the context menu.
Physical Model
By default, no check boxes are selected under the Physical Model section.
Ambient Settings
See Ambient Settings for details.
Consistent Stabilization
This section is available by clicking the Show button () and selecting Stabilization. See Consistent Stabilization for more details.
Inconsistent Stabilization
This section is available by clicking the Show button () and selecting Stabilization. See Inconsistent Stabilization for more details.
Radiation Settings
This section is available when the Surface-to-surface radiation check box is selected in the Physical Model section. See Radiation Settings for more details.
Discretization
This section is available by clicking the Show button () and selecting Discretization. By default, the shape functions used for the temperature are Linear. See Discretization for more details.
Dependent Variables
See Dependent Variables for details.