Firstly, the classical interpretation of the mean rotation tensor of Cauchy and Novozhilov is revised. Indeed, two distinctive and defective features of this interpretation reflect a severe restriction on the class of admissible deformations. Secondly, an alternative measure of mean rotation is introduced and its explicit aspect for pure rotations, pure strains and ≪additively≫ pure rotations is determined.

On mean rotations in finite deformations

Salvatore Marzano
1987-01-01

Abstract

Firstly, the classical interpretation of the mean rotation tensor of Cauchy and Novozhilov is revised. Indeed, two distinctive and defective features of this interpretation reflect a severe restriction on the class of admissible deformations. Secondly, an alternative measure of mean rotation is introduced and its explicit aspect for pure rotations, pure strains and ≪additively≫ pure rotations is determined.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11589/11668
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