The orthogwxd pmdicnt rnulti~onf~ur~ti~~~l method of Golebiewski, Hinze and Yurtsevcr has been modified to produce more rq?idly J symmrtric form c~frhc fcncralized t~ock (I-') matrix Test calculations using hlIND0/3 and GAUS70 integrals show/-" = I.25 F -0.25 IT+ to be more rapidly convergent thzm F
The convergence of the orthogonal power method
β Scribed by V.V. Voyevodin
- Publisher
- Elsevier Science
- Year
- 1963
- Weight
- 582 KB
- Volume
- 2
- Category
- Article
- ISSN
- 0041-5553
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
The method of Watson's Transformation, well known in high frequency scattering, is applied to a two-dimensional, orthogonal eigenfunction series of rectangular harmonic functions, which provides the solution to a typical boundary value problem of Laplace's equation. A new infinite, so-called residue
## An algorithm to solve the divergence problem of the quadratically convergent SCF method is suggested nnd is applied to the calculation of the excited states of a number of small molecu!es. The resuits show definite imp:ovement over tic original method.
Unilateral buckling is a contact problem whereby buckling is confined to take place in only one lateral direction. For plate structures, this can occur when a thin steel plate is juxtaposed with a rigid concrete medium and the steel may only buckle locally away from the concrete core. This paper inv