Numerical Approximations for the Laplacian
|The proper APA Style reference for this manuscript is:|
MILLER, J. E. (1999). Numerical Approximations for the Laplacian. National Undergraduate Research Clearinghouse, 2. Available online at http://www.webclearinghouse.net/volume/. Retrieved November 14, 2018
JAMES E. MILLER AND BRADLEY S. JONES AND KENTON D. LEATHERMAN
TRANSYLVANIA UNIVERSITY NATURAL SCIENCES AND MATHEMATI
Sponsored by: JAMES MILLER (email@example.com)
|Various finite difference formulae for the Laplacian are given in the form of stencils of a variety of types and orders. Straightforward methods for generating stencils are described. The methods are used to obtain several special-purpose stencils. The leading terms of the truncation error for several stencils of interest are computed.|
Submitted 9/11/99 3:07:34 PM
Last Edited 9/11/99 3:09:20 PM
Converted to New Site 03/09/2009
|Rated by 0 users. ||Users who logon can rate manuscripts and write reviews.|
© 2018 National Undergraduate Research Clearinghouse. All rights reserved.
The National Undergraduate Research Clearinghouse is not responsible for the content posted on this site. If you discover material that violates
copyright law, please notify the administrator.
This site receives money through the Google AdSense program when users are directed to useful commercial sites. We do not encourage or condone clicking
on the displayed ads unless you have a legitimate interest in the advertisement.