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hfss边界条件设置(HFSS boundary condition setting).doc


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hfss边界条件设置(HFSS boundary condition setting)
Using Ansoft HFSS wave equation are deduced by solving Maxwell equation in differential form. These expressions can be used only when the field vectors and their derivatives are all single valued, bounded and continuously distributed along the space. In the boundary and field source, the field is not continuous, derivative field es meaningless. Therefore, the boundary conditions determine the properties across discontinuous boundary field.
As a Ansoft HSS user you must always realize field assumptions determined by boundary conditions. Because the boundary conditions have constraints on the field, we can determine which boundary conditions are appropriate for the simulation. The boundary conditions of the improper use will lead to contradictory results.
When the boundary conditions are properly used, the boundary conditions can be essfully used to simplify plexity of the model. In fact, plexity of Ansoft HSS can automatically use the boundary conditions to the simplified model. For passive RF devices, Ansoft HSS can be considered a virtual prototype of the world. Different from the boundary of infinite space in the real world, the virtual prototype of the world was made limited. In order to obtain this finite space, Ansoft HSS uses the external boundary conditions of the background or the bounding geometry model.
plexity of the model is usually directly related to the time required to solve the problem and the hardware resources of puter. Improving the performance puter
resources is beneficial puting in any way that can improve the performance of the hardware resources of puter.
Section general boundary conditions
There are three types of boundary conditions. The first two boundary conditions are the boundaries that most users have the responsibility to determine or to ensure that they are properly defined. The material boundary condition is very clear to the user.
1, Ji Liyuan
Wave port (external)
Centraliz

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  • 时间2017-11-18