QUALITATIVE PROPERTIES OF MEMBRANE ELASTIC SHELLS
This paper concerns the qualitative properties of membrane shells of positive curvature. The properties are obtained by applying the theory of complex holomorphic functions developed in [7, 8]. It is shown that the zeroes of both the stress function and the displacement function are regularly distributed. These zeroes are isolated and none of these two functions vanish identically. These properties are the pre-requisites for the inverse analysis of the membrane shells.
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