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              <p>Ce papier présente une méthode de calcul analytique du potentiel scalaire et du champ magnétostatique créés par un aimant permanent de forme polyédrique aimanté uniformément. Le modèle coulombien permet de calculer le potentiel et le champ magnétostatique via une intégration surfacique. Cependant cette intégration sur un polygone quelconque n'est pas triviale. Une solution analytique dans le cas particulier du triangle rectangle a été développée. La méthode présentée ici est basée sur une décomposition géométrique du polygone en triangles rectangles. Les solutions associées aux triangles rectangles étant connues, il est alors possible de calculer le potentiel et le champ magnétostatique sur un aimant de forme polyédrique quelconque.</p>
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