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A generalized adaptive incremental approach for solving inequality problems of convex nature
Faculty
Not Specified
Year:
2004
Type of Publication:
Article
Pages:
461-474
Authors:
MAHMOUD, FF, HASSAN, MM
Journal:
STRUCTURAL ENGINEERING AND MECHANICS TECHNO-PRESS
Volume:
18
Research Area:
Engineering
ISSN
ISI:000224238000005
Keywords :
inequality problems, convex programming problems, contact problems, finite element
Abstract:
A proposed incremental model for the solution of a general class of convex programming problems is introduced. The model is an extension of that developed by Mahmoud et al. (1993) which is limited to linear constraints having nonzero free coefficients. In the present model, this limitation is relaxed, and allowed to be zero. The model is extended to accommodate those constraints of zero free coefficients. The proposed model is applied to solve the elasto-static contact problems as a class of variation inequality problems of convex nature. A set of different physical nature verification examples is solved and discussed in this paper.
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