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Solution of linear boundary value problems
Linear second order boundary value problem occurs often in engineering practice; use of finite difference equivalents for differential expressions results in linear algebraic equations which are readily solved by several methods using electronic computers; fast accurate method presented has further advantage of simplifying formulation of boundary conditions and discontinuity relationships; care must be taken to properly compose approximate relationships of finite differences with due care for order of error involved.
Solution of linear boundary value problems
Linear second order boundary value problem occurs often in engineering practice; use of finite difference equivalents for differential expressions results in linear algebraic equations which are readily solved by several methods using electronic computers; fast accurate method presented has further advantage of simplifying formulation of boundary conditions and discontinuity relationships; care must be taken to properly compose approximate relationships of finite differences with due care for order of error involved.
Solution of linear boundary value problems
ASCE -- Relation Eng Mechanics Research Practice Civ Eng
Blakey, L.H. (author)
1966
23 pages
Article (Journal)
English
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