In this paper the Authors first formulate a very general mixed boundary-value problem for dynamics of inextensible elastic solids and they establish for this problem a theorem of uniqueness of solution in bounded and unbounded domains. Then they consider displacement boundary-value problem for which they obtain another theorem of uniqueness of solution. At last the Authors establish a reciprocal theorem for bounded and unbounded domains. © 1980 Università degli Studi di Ferrara.
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