942 resultados para valence shells
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Resumen: Descripción: vista de grupo pescadores en la costa
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Resumen: Descripción: vista de la ciudad de Valencia desde Burjassot
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Estampado junto a "Vista de Valencia tomada del camino que conduce al Grao"
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Estampado junto a "Vista de Valencia tomada de la entrada de la Alameda"
Plaza del mercado de Valencia [Material gráfico] =Place du marché à Valence=Market-Place at Valencia
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Estampado en la misma hoja con: "Plano de la Lonja de Valencia"
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Estampado en la misma hoja con: "Vista interior de la Lonja de Valencia"
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Resumen: Descripción: dos interiores, un corte transversal, la planta y el corte transversal de una columna de los Baños Árabes de Valencia
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The problem of design/verification of reinforcement in concrete shells is reviewed. Methods of analysis are classified, and the elastic-plastic approach is described in detail in the general case of shells subjected to both bending and membrane action. The procedure is then reduced to membrane shells (applicable also to concrete walls) and to pure bending, as in the case of plates. The procedure, which is based on previous research,generally requires the use of a desk-top computer.
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In this paper a dynamic analysis of transnational shells is presented. The general linear shell theory is used in conjunction with additional shallow and curved plate approximations. In order to apply some type of extended Levy solution, the shell is assumed to be limited by a rectangular plan form, with two opposite edges simply supported (gable boundary conditions). First, the shells free vibrations are studied in the usual way, obtaining for each Fourier term the natural frequencies as solutions of a transcendental equation. However, solving these equations arises enormous computational difficulties. This paper deals specifically with this problem, trying to reduce its dimension by a discretization procedure. In the shell dynamic characteristics, namely the mass. The shell mass is lumped along a family of coordinate lines. Therefore, the natural frequencies for each harmonic term can be found from the solution of a typical matrix eigenvalues problem and standard numerical techniques can be applied. The shell response to forced vibrations, particularly to earthquake excitation, can be determined by using conventional procedure either in the time or in the frequency domain. Finally, extending the above procedure, any system of translational shells under dynamic loading can be studied. Then, by using matrix methods, a general computer program is written and applied to some illustrative examples. Numerical results has been obtained in two cases: circular cylindrical shell and box girder bridge.
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Inscripción en parte sup.: "France Militaire". En la parte inferior: "T. 4"