Transient/dynamic analysis and constitutive laws for engineering materials by International Conference on Numerical Methods in Engineering: Theory and Applications (2nd 1987 Swansea, Wales)

Cover of: Transient/dynamic analysis and constitutive laws for engineering materials | International Conference on Numerical Methods in Engineering: Theory and Applications (2nd 1987 Swansea, Wales)

Published by Nijhoff, Distributors for the U.S. and Canada, Kluwer Academic Publishers in Dordrecht, Netherlands, Boston, Norwell, MA, USA .

Written in English

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Subjects:

  • Structural dynamics -- Congresses.,
  • Numerical analysis -- Congresses.

Edition Notes

Includes bibliographies.

Book details

Statementedited by G.N. Pande & J. Middleton.
SeriesProceedings of the International Conference on Numerical Methods in Engineering--Theory and Applications, NUMETA "87, Swansea, 6-10 July 1987 ;, v. 2
ContributionsPande, G. N., Middleton, J.
Classifications
LC ClassificationsTA329 .I57 1987 vol. 2, TA654 .I57 1987 vol. 2
The Physical Object
Pagination787 p. in various pagings :
Number of Pages787
ID Numbers
Open LibraryOL2386367M
ISBN 109024735653
LC Control Number87015356

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Transient dynamic analysis (also known as time-history analysis) aims at finding dynamic responses of a structure under arbitrary time-dependent loads.

After completing FE calculations, time-dependent nodal displacements, velocities, accelerations, strains, stresses, forces, etc. within a structure can be graphically displayed. Pastor, O. Zienkiewicz and A. Chan, A Generalized Plasticity Continuous Loading Model for Geomaterials, Transient/Dynamic Analysis and Constitutive Laws for Engineering Materials, /_85, (), ().

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In this chapter, two typical dynamic analyses, namely the modal and transient dynamic analyses, are introduced. First, the element mass matrix, not needed in static analyses, is presented. This is followed by finding the natural frequencies and mode shapes in modal analysis and adding damping to mitigate the effect of resonance.

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Pilkey), 2nd ed. Transient/Dynamic Analysis and Constitutive Laws for Engineering Materials", G.N. Pande & J. Middleton (eds.), M. Nijhoff Publishers (), Vol.2, T7/ Materials with a cellular structure are increasingly used in engineering.

Proper design requires an understanding of the response of the materials to stress; and, in real engineering design, the. Transient/Dynamic Analysis and Constitutive Laws for Engineering Materials, () Approximation of the solution of a fourth order boundary value problem with nonsmooth coefficient.

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A large number of engineering materials show a weak fre-quency dependence of their damping properties within a broad frequency range (Bagley and Torvik, a,b; Caputo and Mainardi, a; Clough and Penzien, ).

This weak frequency dependence is difficult to describe using classical viscoelastic models, based on integer order rate laws. Fractional derivative models are widely used to easily characterise more complex damping behaviour than the viscous one, although the underlying properties are not trivial.

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The most widely applied strategies for crack modeling, shear transfer mechanism, and the definition of the mechanical constitutive laws and. The constitutive theory is uncoupled into a rate-independent plasticity response and a rate-dependent creep response, each of which is governed by a separate constitutive law.

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The second-order non-Navier-Fourier constitutive laws, expressed in a compact algebraic mathematical form, were validated for the force-driven Poiseuille gas flow by the deterministic atomic-level microscopic molecular dynamics (MD). Emphasis is placed on how completely different methods (a second.

In Chapter 8, several examples of densification and liquefaction cases in the history are provided, after which a state-of-the-art on the most important and used constitutive laws, coupled.

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However, the penetration effect also affects the destructive effect of the explosion-induced collapse, so experiments on. Secondary Keywords: Anisotropic materials - Constitutive behavior. An Evaluation and Comparison of Models for Maximum Deflection of Stiffened Plates Using Finite Element Analysis.

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