Riv.Mat.Univ.Parma (5) 2 (1993)-Parte I

G. FERRARESE and M. RICCI

Sulle deformazioni elastiche finite di una crosta sferica incomprimibile, omogenea ed isotropa

Pages 195-203
Received: 20 September 1993  
AMS Classification : 73G05

Abstract We study, in detail, the finite deformations of a spherical and incompressible layer, subject to uniform pressure over interior and exterior surfaces. Assuming the Mooney isothermal potential, an existence and unicity theorem is proved for the deformation and tension state of the layer, in the sense that such state is univocally determined by the given pressures.