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Introduction Au Calcul Tensoriel : Applications à La Physique

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Les vecteurs ne peuvent pas représenter toutes les grandeurs physiques
et le physicien utilise alors un outil mathématique : le calcul tenso
riel. Le calcul tensoriel est ainsi employé en mécanique, en théorie
des déformations, en relativité restreinte, en électromagnétisme... La
technique du calcul matriciel appliquée aux tenseurs est développée d
ans l'ouvrage car elle permet de faciliter les manipulations des table
aux de nombres. Plusieurs chapitres sont consacrés aux systèmes de coo
rdonnées curvilignes et aux techniques d'intégration dans ces systèmes
de coordonnées. Chaque chapitre se termine par des exercices d'applic
ation dont les solutions détaillées sont données en fin d'ouvrage.