| Titre |
EXACT SOLUTION OF THE HARMONIC PROBLEM FOR A RECTANGULAR PLATE IN FLAT DEFORMATION BY THE METHOD OF INITIAL FUNCTIONS |
| Auteurs |
Olodo E. T. [1],
Adanhounme V. [2],
HOUNKONNOU MAHOUTON NORBERT [3],
|
| Journal: |
International Journal of Applied Mechanics and Engineering |
| Catégorie Journal: |
Internationale |
| Impact factor: |
|
| Volume Journal: |
22 |
| DOI: |
DOI: 10.1515/ijame-2017-0021 |
| Resume |
A wide range of applications is based nowadays on analytical developments which allow a precise and
effective approach and short time of computations compared with the time required for numerical methods; in
this way these developments are suitable for calculations in real time. This work proposes an approach for solving
a two-dimensional harmonic problem of a rectangular plate under local surface loading using Vlasov’s symbolic
method of initial functions and a general solution of the harmonic equation for a rectangle. Substituting the
harmonic functions in symbolic form for the corresponding solutions allows us to give the exact solution of the
problem in trigonometric form. |
| Mots clés |
harmonic functions, initial functions, flat deformation |
| Pages |
349 - 361 |
| Fichier |
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