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parametric modeling

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parametric modeling
Using the computer to design objects by modeling their components with real-world behaviors and attributes. Typically specialized for either mechanical design or building design, a parametric modeler is aware of the characteristics of components and the interactions between them. It maintains consistent relationships between elements as the model is manipulated. For example, in a parametric building modeler, if the pitch of the roof is changed, the walls automatically follow the revised roof line. A parametric mechanical modeler would ensure that two holes are always one inch apart or that one hole is always offset two inches from the edge or that one element is always half the size of another.

Parametric modeler software also provides tabular views of the components (parts list, door schedule, window schedule, etc.) and maintains their association with other views of the model. If a component is edited graphically, the list is updated; if a component is edited on the list, the graphic views are updated. See parametric symbol.

Using Parametric Modeling
The door in this room has been "locked" to four feet from the right wall. When the wall is dragged to the right to make the room larger, the door maintains its relationship with the wall. This screen shot is in Autodesk Revit, the first parametric building modeler to tie together all component views and annotations parametrically for the A/E/C industry. In addition, the program maintains automatic interaction between graphic and schedule views (note door schedule at right). If either one is changed, its counterpart is updated. (Screen shot courtesy of Audodesk, Inc., www.autodesk.com)


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History-based parametric modeling enables a user to control how a 3D model will respond to a given set of changes by designing with parameters (such as height, depth, thickness and other attributes), creating features that contain design intent, and defining relationships between these features.
Well, according to Chuck Grindstaff, executive vice president of Products, Siemens PLM Software, "Traditional parametric modeling serially applies rules to geometry, helping to automate planned change but not addressing unanticipated engineering changes.
Subsequent chapters address mathematical definitions of competing risks, descriptive methods for competing risks data, testing a covariate, modeling in the presence of competing risks, calculating the power in the presence of competing risks, and issues such as the conditional probability function and parametric modeling.
 
 
 
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