NUMERICAL TREATMENT OF BIHARMONIC BOUNDARY VALUE PROBLEMS WITH RE-ENTRANT BOUNDARIES.
Technical summary rept.,
WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER
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The failure of the standard finite-difference techniques produce an accurate approximation to the exact solution of a biharmonic boundary value problem for which the region of definition contains a re-entrant corner is considered. Variants of the methods proposed by Motz and Woods for solving a similar type of harmonic problem are applied to a particular biharmonic problem of this class. Author
- Theoretical Mathematics