An initialboundary value problem for elastic plates
Constanda, C.; (2002) An initialboundary value problem for elastic plates. In: Integral Methods in Science and Engineering. Birkhauser, pp. 6368. ISBN 0817642137
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In contrast to the classical linear theory of elasticity the solution of the initial boundaryvalue problem of elasticplastic bodies genuinely depends on the history of loading. Incremental methods take this fact into account, in general, by replacing the highly nonlinear problem by a sequence of linear problems. This change of the mathematical model may lead to mispredictions of the behaviour of the considered body like the missing out of bifurcations and drifting of the solution. Moreover, minimum properties of incremental variational principles have only reduced value because the basic assumption of the exact knowledge of the reference state holds exclusively for the natural state.


Item type: Book Section ID code: 2096 Dates: DateEvent2002PublishedKeywords: elasticity, boundary value, linear mathematics, fluid dyanmics, Mathematics Subjects: Science > Mathematics Department: Faculty of Science > Mathematics and Statistics > Mathematics Depositing user: Strathprints Administrator Date deposited: 23 Feb 2007 Last modified: 11 Aug 2021 00:58 Related URLs: URI: https://strathprints.strath.ac.uk/id/eprint/2096