Cover image for Fundamentals of Shock Wave Propagation in Solids
Fundamentals of Shock Wave Propagation in Solids
Title:
Fundamentals of Shock Wave Propagation in Solids
Author:
Davison, Lee. author.
ISBN:
9783540745693
Personal Author:
Physical Description:
XII, 433 p. online resource.
Series:
Shock Wave and High Pressure Phenomena
Contents:
Mechanical Principles -- Plane Longitudinal Shocks -- Material Response I: Principles -- Material Response II: Inviscid Compressible Fluids -- Material Response III: Elastic Solids -- Material Response IV: Elastic-Plastic and Elastic-Viscoplastic Solids -- Weak Elastic Waves -- Finite-amplitude Elastic Waves -- Elastic-Plastic and Elastic-Viscoplastic Waves -- Porous Solids -- Spall Fracture -- Steady Detonation Waves.
Abstract:
This book forms an introduction to important aspects of shock-wave propagation in solid materials. Emphasis is on the regime of moderate compression that can be produced by high-velocity impact or detonation of chemical explosives. In this regime relatively simple equations of state are applicable to the description of compression. Solids may also experience inelastic flow, in which elastic-plastic deformation becomes important. The theory provided is that required to conduct research in the field and to pursue its application to ordnance development, Earth and planetary sciences, materials research, and other matters. The book includes a careful account of the kinematical and dynamical equations of the subject along with constitutive equations that describe the distinguishing responses of compressible fluids, elastic solids, and elastic-plastic and elastic-viscoplastic solids. The discussion of wave propagation begins with elementary analyses of important problems of the propagation and interaction of plane longitudinal shocks. This is followed by more refined analyses of problems of plane-wave propagation in the aforementioned materials. Finally, spall fracture, wave propagation in porous solids, and detonation phenomena are discussed. Many illustrative problems can be solved without recourse to extensive numerical analysis. The text includes numerous exercises and detailed solutions to these exercises.
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