3D FEFD

Home: Modeling3D (FE FD)

The 3DFEFD solver is based on the frequency-domain Finite-Element method, combined with a domain-decomposition approach. Special basis functions are used to take advantage of the planar structures on a PCB. The solver has been especially designed for the modeling and simulation of typical power distribution nets existing on high speed PCBs. These type of nets normally do not consist of thin traces but of wide, stacked conductive areas. An essential characteristic of the 3DFEFD solver is that it doesn't require a selection of certain nets. In general, all conductive structures on the PCB will be taken into account and this significantly simplifies the usage of the solver.

 

The dialog box consists of three separate tabs: two for the Selection of Components and Terminals and one for the Solver Settings. In the lower left corner the number of the currently listed components in the Selected Components list is shown.

Components / Terminal Selection tabs:

The present tabs are used for defining the subsets of component-pins and terminals that will appear at  the CST PCB STUDIO model block. Pins/terminals can be added to the respective lists via drag and drop from the Navigation Tree or by using the "Add" button. The usage of  the buttons "Refresh", "Remove", etc. for manipulating the selection list is described elsewhere (2DTL Selection tab).

A "selected component" can be further expanded by clicking on its +-sign, which will display all corresponding pins. Here, individual pins can  be included/excluded from the modeling (double-click). Please note that for each selected component, at least two pins must be included.

 

Pressing the

Start Modeling

button will start the 3D calculation. After the 3DFEFD modeling step has been performed, the PCB schematic symbol will show all selected component pins and terminals. The following picture shows the result of selecting three times two component pins and two terminals.

Solver Settings tab

The present tab is described elsewhere (PI Analysis).