Variants of the methods proposed by Motz and Woods for producing accurate approximations to the exact solution of a harmonic boundary value problem
The failure of the standard finite-difference techniques produce an accurate approximation to the exact solution of a biharmonic boundary value problem for ...
Numerical treatment of biharmonic boundary value problems with re-entrant boundaries. M. J. M. Bernalt and J. R. Whiteman‡. † University of London, Institute ...
The failure of the standard finite-difference techniques produce an accurate approximation to the exact solution of a biharmonic boundary value problem for ...
M.J.M. Bernal et al. Numerical treatment of biharmonic boundary value problems with re-entrant boundaries. Comput. J. (1970).
Bernal, M.J.M., and Whiteman, J.R. Numerical treatment of biharmonic boundary value problems with re-entrant boundaries. Comp. J. 13 (1970), 87. 3. Conte ...
Numerical treatment of biharmonic boundary value problems with re-entrant boundaries. Comput. J., 13 (1970), pp. 87-91. CrossRef Google Scholar. [2]. G ...
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Abstract. The solution to the biharmonic equation in a simply connected region in the plane is computed in terms of the Goursat functions. The boundary ...
Bernal, M.J.M., and Whiteman, J.R. Numerical treatment of biharmonic boundary value problems with re-entrant boundaries. Comp. J. 13 (1970), 87. Crossref.
Numerical solutions are presented for two-dimensional low Reynolds number flow in a rotating tank with stationary barriers. The boundary element method is ...