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THEORETICAL AND APPLIED MECHANICS |
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TEORIJSKA I PRIMENJENA MEHANIKA 1975 Vol.1, pp.67-72
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Summary: |
М. Ф. Диментберг, A. A. Горбунов |
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Непараметрические задачи идентификации колебательных систем |
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The method presented here shows
an exact and very expeditous approach to the analysis of shape
orthotropic plane structures of the bridge type; the calculations are
very clear and simple, so that the desired results are quickly
obtainable. The analysis is based on the analogy to the solution of a
true plate (with material orthotropy) by means of the governing Huber
equation. With the presented method it is possible to take into account
the lateral contraction capacity, which is expressed by a special
parameter, so that the lateral contraction of the individual members and
their interaction with regard to the deformations of the structure as a
whole can be calculated without any difficulties. Some formulas leading
to better (more correct) values of the flexural and torsional rigidities
have been also given, derived by the author elsewhere; these formulas
have been derived with due regard to the influence of lateral
contraction, and it is shown, what errors can arise in the various
phases of the calculation when lateral contraction is neglected. It
appears, that the influence of lateral contraction may be of utmost
importance with some of the new materials, which posses considerably
high values of the Poisson coefficients (plastics, light alloys,
composites, etc.).
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