# Elastic stability of circular cylindrical shells (North-Holland series in applied mathematics and mechanics) download ebook

## by **N Yamaki**

Get a full overview of North-Holland Series in Applied Mathematics and . Elastic Stability of Circular Cylindrical Shells. Published: 1st February 1984 Author: N. Yamaki.

Get a full overview of North-Holland Series in Applied Mathematics and Mechanics Book Series. Most recent Volume: The Theory of Elastic Waves and Waveguides. The primary objective of this book is to give the reader a basic understanding of waves and their propagation in a linear elastic continuum. The studies of elastodynamic theory and its application to fundamental value problems should prepare the reader to tackle many physical problems of general interest in engineering and geophysics, and of particular interest in mechanics and seismology.

North-Holland Series in Applied Mathematics and Mechanics. 6. Buckling and Postbuckling of Partially Liquid-Filled Circular Cylindrical Shells Under Fundamental Loads. View on ScienceDirect. eBook ISBN: 9780444599117. Imprint: North Holland. Published Date: 1st February 1984. The object of this book is to clarify the whole aspect of the basic problems concerning the elastic stability of of circular cylindrical shells under typical loading conditions.

Items related to Elastic stability of circular cylindrical shells (North-Holl. N Yamaki Elastic stability of circular cylindrical shells (North-Holland series in applied mathematics and mechanics). ISBN 13: 9780444868572. Elastic stability of circular cylindrical shells (North-Holland series in applied mathematics and mechanics). The book deals with buckling, postbuckling and initial postbuckling problems under one of the three fundamental loads, that is, torsion, pressure and compression.

The propagation of acceleration waves of arbitrary form in deformable elastic dielectrics with polarization inertia effect is investigated by adopting the singular surface approach.

North-Holland series in applied mathematics and mechanics, North Holland series in applied mathematics and mechanics. The propagation of acceleration waves of arbitrary form in deformable elastic dielectrics with polarization inertia effect is investigated by adopting the singular surface approach. For isotropic materials, assuming no deformation and polarization in the medium ahead of the wave front, the wave speeds for principal acceleration and polarization waves are obtained explicitly and the conditions of existance for real wave speeds are investigated.

Thin isotropic circular cylindrical shells of near perfect quality were tested in axial compression with multiple local geometric defects . Yamaki, . Elastic Stability of Circular Cylindrical Shells, North-Holland Series in Appl.

Thin isotropic circular cylindrical shells of near perfect quality were tested in axial compression with multiple local geometric defects imposed on them .

oceedings{Szab1986YamakiNE, title {Yamaki, . AmsterdamNew YorkOxford, NorthHolland 1984. XIV, 550 . US $ 5. 5. ISBN 04 (Applied Mathematics and Mechanics 27)}, author {J{'a}nos Szab{'o}}, year {1986} }.

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Series: North-Holland Series in Applied Mathematics and Mechanics (Book 16). Paperback: 440 pages. Pages with related products.

Plastic Limit Analysis of Plates, Shells and Disks (North-Holland Series in Applied Mathematics and Mechanics). Plastic Limit Analysis of Plates, Shells and Disks (North-Holland Series in Applied Mathematics and Mechanics).

Proceedings of 45th International SAMPE Symposium, May 2000, Book 1. M. R. Baillie and J. Raghavan.

Elastic Stability of Circular Cylindrical Shells, North-Holland Series in Applied Mathematics and Mechanics Vol 27, Amsterdam, The Netherlands, 1987. A System for doing Mathematics by Computer, Addison-Wes-ley, Redwood City, California, 1998. Proceedings of 45th International SAMPE Symposium, May 2000, Book 1.

Yamaki, Elastic Stability of Circular Cylindrical Shells (North-Holland, Amsterdam, 1984). L. A. Samuelson, S. Eggwertz, Shell Stability Handbook (Elsevier, London, 1992). J. G. Teng, Buckling of thin shells: Recent advances and trends. Rev. 49, 4, 263–274 (1996) . Arbocz, J. H. Starnes, Future directions and challenges in shell stability analysis.