Comprised of 36 chapters, this volume begins with an analysis of the state of stress near the boundary of a thick plate by means of "end solutions" obtained from Reissner's sheaf deformation plate theory. A deformable primary reflecting surface composed of an array of relatively small diameter circular elements is then described. The discussion then turns to the "Taylor instability" of the surface of an elastic-plastic plate; free vibration spectrum structure of a shell of revolution; and the momentum-balance method in earthquake engineering. Subsequent chapters focus on the intrinsic equations of shell theory with some applications; stress analysis in plasticity; density-wave theory of the spiral structure of galaxies; and a mixture theory for wave propagation in anisotropic angle-ply laminates.
This book will be of interest to engineers and physicists.
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