Concepts Eti, Inc.

Shankar Subramaniam

A system and method for automatically generating a computation mesh for use with an analytical tool, the computation mesh having a plurality of &#x3be;-grid lines and &#x3b7;-grid lines intersecting at mesh points positioned with respect to an inner boundary and an outer boundary. The system and method includes receiving information corresponding to a shape to be analyzed, &#x3be;-grid line mesh parameter value corresponding to a desired number of &#x3be;-grid lines for the computation mesh, and an &#x3b7;-grid line mesh parameter value corresponding to a desired number of &#x3b7;-grid lines for the computation mesh, and generating the computation mesh from one or more mesh equations without the need for receiving additional information from a user. In one example, the solving of the one or more mesh equations includes an outer boundary distance parameter that is a function of an inner boundary distance parameter and one of a natural log of the &#x3b7;-grid line mesh parameter value and a square root of the &#x3b7;-grid line mesh parameter value.

First-point distance parameter system and method for automatic grid generation

A system and method for automatically generating a computation mesh for use with an analytical tool, the computation mesh having a plurality of &#x3be;-grid lines and &#x3b7;-grid lines intersecting at grid points positioned with respect to an inner boundary and an outer boundary. The method includes receiving from a user information corresponding to a shape to be analyzed using the analytical tool and solving one or more mesh equation for a plurality of point locations, the one or more mesh equations depending on a source Jacobian scaling parameter that is not equal to 2.

Jacobian scaling parameter system and method for automatic grid generation

A system and method for automatically generating a computation mesh for use with an analytical tool, the computation mesh having a plurality of &#x3be;-grid lines and &#x3b7;-grid lines intersecting at grid points positioned with respect to an inner boundary and an outer boundary. The method includes receiving from a user information corresponding to a shape to be analyzed using the analytical tool and solving one or more mesh equation for a plurality of point locations, the one or more mesh equations depending on a source decay factor that is inversely proportional to the number of &#x3b7;-grid lines.

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Vernon, CT, United States of America

Shankar Subramaniam