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Nouvelles applications du principe d'inversion dans le calcul analogique experimental

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  • Renard, Guy

Abstract

L'article rappelle une méthode d'application du principe de l'inversion dans le procédé analogique de représentation de champs laplaciens sur cuves rhéoélectriques permettant d'agrandir la partie la plus intéressante du domaine étudié et de faire subir au reste du domaine une transformation qui en rend les dimensions finies et accessibles à l'expérimentation. Le domaine d'étude peut être limité soit à un cercle dont l'extérieur est transformé en l'intérieur d'un second cercle dont le centre représente le cercle à l'infini du domaine, les contours des deux cercles étant reliés électriquement au moyen de paires de petites électrodes réunies entre-elles électriquement, soit à un carré dont l'extérieur est transformé en un contour en forme de trèfle.

Suggested Citation

  • Renard, Guy, 1960. "Nouvelles applications du principe d'inversion dans le calcul analogique experimental," Mathematics and Computers in Simulation (MATCOM), Elsevier, vol. 2(2), pages 69-72.
    • Handle: RePEc:eee:matcom:v:2:y:1960:i:2:p:69-72
    DOI: 10.1016/S0378-4754(60)80014-6
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