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High-Pressure Shock Compression of Solids III PDF

347 Pages·1998·18.724 MB·English
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High-Pressure Shock Compression of Condensed Matter Editor-in-Chief Robert A. Graham Editorial Board Roger Cheret, France Godfrey Eden, Great Britain Jing Fuqian, China Vitalii I. Goldanskii, Russia James N. Johnson, USA Malcolm F. Nicol, USA Akira B. Sawaoka, Japan Springer New York Berlin Heidelberg Barcelona Budapest Hong Kong London Milan Paris Santa Clara Singapore Tokyo High-Pressure Shock Compression of Condensed Matter l. Asay and M. Shahinpoor (Eds.): High-Pressure Shock Compression of Solids A.A. Batsanov: Effects of Explosion on Materials: Modification and Synthesis Under High-Pressure Shock Compression R. Cherit Detonation of Condensed Explosives L. Davison, D. Grady, and M. Shahinpoor (Eds.): High-Pressure Shock Compression of Solids II L. Davison, Y. Hone, and M. Shahinpoor (Eds.): High-Pressure Shock Compression of Solids IV L. Davison and M. Shahinpoor (Eds.): High-Pressure Shock Compression of Solids III R. Graham: Solids Under High-Pressure Shock Compression M. Suceska: Test Methods for Explosives l.A. Zukas and w.P. Walters (Eds.): Explosive Effects and Applications Lee Davison Mohsen Shahinpoor Editors High-Pressure Shock Compression of Solids III With 140 Illustrations Springer Lee Davison Mohsen Shahinpoor 7900 Harwood Avenue NE Department of Mechanical Albuquerque, NM 87110 Engineering USA University of New Mexico Albuquerque, NM 87131 USA Editor-in-Chiej: Robert A. Graham Director of Research The Tome Group 383 La Entrada Road Los Lunas, NM 87031 USA Library of Congress Cataloging-in-Publication Data High-pressure shock compression of solids III/[edited by] Lee Davison, Mohsen Shahinpoor. p. cm. - (High-pressure shock compression of condensed matter) Includes bibliographical references and index. ISBN-13: 978-1-4612-7454-4 e-ISBN-13: 978-1-4612-2194-4 DOl: 10.10071978-1-4612-2194-4 1. Materials-Compression testing. 2. Porous materials Mathematical models. 3. Powders - Mathematical models. 4. Materials at high pressures-Mathematical models. 5. Shock (Mechanics) I. Davison, L.W. (Lee W.) II. Shahinpoor, Mohsen. III. Series. TA417.7.C65H552 1997 620.1 '1242-DC21 97-22862 Printed on acid-free paper. © 1998 Springer-Verlag New York, Inc. Softcover reprint of the hardcover 1st edition 1998 All rights reserved. This work may not be translated or copied in whole or in part without the written permission of the publisher (Springer-Verlag New York, Inc., 175 Fifth Avenue, New York, NY 10010, USA), except for brief excerpts in connection with reviews or scholarly analysis. Use in connection with any form of information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or here after developed is forbidden. The use of general descriptive names, trade names, trademarks, etc., in this publication, even if the former are not especially identified, is not to be taken as a sign that such names, as understood by the Trade Marks and Merchandise Marks Act, may accordingly be used freely by anyone. Production managed by Francine McNeill; manufacturing supervised by Thomas King. Camera-ready copy supplied by the editors. 9 8 7 6 5 4 3 2 I ISBN-13: 978-1-4612-7454-4 Springer-Verlag New York Berlin Heidelberg SPIN 10632891 Preface Shock compression of condensed matter is of interest for several rea sons. As an experimental technique, it provides access to the highest compressive stresses readily attainable, and does so in a way that permits accurate determination of stress and compression using only measurements of length and time. It is for this reason that it plays an essential role in studies of the equation of state of matter. A sec ond aspect of the shock compression process is the rapidity with which the stress can be applied and removed, facilitating the study of non equilibrium deformation, fracture, chemical composition, and other processes and states of matter. Military applications motivated much of the early work in shock compression science, but interest in these applications is decreasing. In contrast, interest in equations of state for use in earth and plane tary sciences, in high-rate deformation for improving understanding of mechanical processes in metals, ceramics, and other materials, in application of shock processing to prepare novel materials, and to study the initiation sensitivity and detonation performance of explo sives is increasing. Investigation of shock compression phenomena is based on theo ries of matter ranging from quantum mechanics to elementary con tinuum theories, including, along the way, statistical mechanics, chemistry, a broad range of continuum theories, and molecular dynamic simulations. The continuum theories increasingly take ac count of aspects of the microstructure of the material studied, par ticularly when it is subject to design and control, as in the case of composite structural materials. Interest in synthesis of novel mate rials, sensitivity of explosives to initiation, and other problems has motivated work on shock-induced chemical effects. vi Preface Shock compression has traditionally been studied using plane shocks. At the continuum level, the deformation is homogeneous and precisely controlled. At the mesoscale level, that of defect structures, grains of polycrystalline metals or ceramics, particles of powdered material, etc., even the most carefully controlled deformations are chaotic. It is now clear that an understanding of deformation at this level is necessary for understanding non equilibrium chemical and mechanical effects. Newly developed experimental methods are providing information needed for developing an increasingly refined understanding of shock compression phenomena at continuum, mesoscale, and atomic or molecular levels. Most practical applications of results of investiga tions in the field of shock compression science involve numerical simulation of shock phenomena, and considerable effort is directed toward development of theories and computational methods for per forming the necessary calculations. In this third volume in the series High-Pressure Shock Compres sion of Solids, a broad range of topics of current interest is discussed, but with no attempt to provide comprehensive coverage. * The authors of the several chapters were selected for their expertise and experi ence in the specific subject matter they address. The first four chapters of this volume address fundamental physi cal and chemical aspects of the response of matter to shock compres sion. The first of these chapters, prepared by Sikka, Godwal, and Chidambaram, reviews the status of knowledge of equations of state of matter at high pressure. This subject lies at the foundation of the field of shock compression science and is represented in the earliest work in the field. Nevertheless, this area continues to be one of deep and continuing interest and continual advance. Advances in related theoretical, computational, and experimental matters have contrib uted to this progress, as is demonstrated in the chapter. In the second chapter, Robertson, Brenner, and White describe and demon strate a newer tool, molecular-dynamic analysis, that has proved capable of showing how interatomic forces and the organization of matter at the atomic or molecular level affect phenomena that are usually observed at the continuum level. The latter include shock * Introduction of porosity into a material provides a means of independently varying the temperature and pressure produced by shock compression, thus providing more control than can usually be exercised over chemical reac tions and phase transformations in the material. Volume IV of this series is devoted to shock compression of porous materials. Preface vii structure, phase transitions, and chemical reactions (including deto nation phenomena). Progress in this field is very much dependent on continued advances in computing technology, and since this seems assured, we can look forward to molecular-dynamic investigations making many important contributions to our understanding of shock phenomena. The third chapter, by Coffey, addresses elastoplastic de formation of metals. This area, like that of equation of state, has a long history and lies at the foundation of much of the work in the area of shock compression science. Nevertheless, much of the work in this area is at the continuum level, with most of the remainder being based on classical continuum theories of dislocations. The results ob tained by this means have provided very satisfactory pragmatic descriptions of observed phenomena, but have failed to provide a quantitative connection between continuum-level observations of plastic flow and the microscopic descriptions of the mechanisms be lieved to be responsible for these flows. The present chapter reports new work directed toward extending the microscopic descriptions by inclusion of quantum effects into the theory. The final member of this first group of chapters, prepared by Pangilinan and Gupta, dem onstrates the impressive power of spectroscopic methods in produc ing information about molecular-level processes that occur during shock compression of condensed matter. Processes occurring at this level affect the equation of state of matter and lie at the heart of chemical investigations, but are only now being subjected to effec tive, direct experimental observation. The second general subject area is that of the response of high strength ceramic materials to shock compression. This area is cov ered in chapters prepared by Mashimo and by Cagnoux and Tranchet. Investigations of ceramics, including monocrystalline samples of the compounds on which they are based, are motivated by the appearance of these materials in areas of geological and plane tary science, because they are often highly resistant to penetration by projectiles, and because shock processing provides a means of pre paring ceramic compacts offering high resistance to abrasion. Appli cation of ceramic materials requires knowledge of their equation of state, especially as regards phase transitions, and their deformation and fracture behavior. The chapter by Engelke and Sheffield is a tutorial on shock induced reaction of condensed-phase explosives. Both theory and ex perimental observation are covered. This is a topic of long-standing interest, but one in which advances continue to be made because of improvements in material preparation, experimental apparatus and technique, and capability for numerical simulation. viii Preface The next two chapters are devoted to continuum-mechanical in vestigations of shock phenomena observed at rather low stresses. The first of these, prepared by Addessio and Aidun, exhibits a con tinuum theory of fiber-reinforced composites that goes beyond the usual theories of homogeneous continuua in its incorporation of mi crostructural variables sufficient to capture the effects of layering, orientation, debonding, etc., that lie at the heart of the utility of these materials. This theory has been incorporated into a computer code capable of analyzing shock propagation phenomena, and a vari ety of numerical simulations have been provided. In the second of this pair of chapters, Davison has analyzed attenuation of elasto plastic pulses. This is an old, classical, problem, and the outlines of its solution are well known. Nevertheless, we have not seen an analysis presented in enough detail to exhibit the many and varied physical phenomena that make up the attenuation process. Albuquerque, New Mexico Lee Davison Mohsen Shahinpoor Contents Preface ......................................................................................................................... v Contributors ............................................................................................................. xm CHAPTER 1 Equation of State at High Pressure ............................................................. 1 S.K. Sikka, B.K. Godwal, and R. Chadambaram 1.1. Introduction ................................................................................................. 1 1.2. General Considerations ......................................................................... 3 1.3. Some Results ............................................................................................... 11 1.4. Summary ..................................................................................................... :. 30 References ..................................................................................................... 30 CHAPTER 2 Molecular Dynamics Analysis of Shock Phenomena .......................... 37 D.H. Robertson, D.W. Brenner, and C.T. White 2.1. Introduction ................................................................................................. 37 2.2. Model and Methods .................................................................................. 38 2.3. Nonenergetic A2 Piston-Driven Simulations .............................. 41 2.4. Energetic Chemically-Sustained Shock Waves ......................... 46 2.5. , Conclusions .................................................................................................. 55 Acknowledgments ..................................................................................... 56 References ..................................................................................................... 56 CHAPTER 3 Mechanisms of Elastoplastic Response of Metals to Impact 59 C.S. Coffey 3.1. Introduction ................................................................................................. 59 3.2. Dislocation Motion ................................................................................... 60 3.3. Plastic Strain Rate ................................................................................... 67 3.4. Comparison with Experiments ........................................................... 69 3.5. High-Amplitude Shock Loading........................................................ 72 3.6. Elastic and Plastic Waves in Shocks ............................................... 72 3.7. Electroplastic Effects ............................................................................... 73 3.8. Impediments to Dislocation Motion and Crystal Failure ..... 74 x Contents 3.9. Energy Dissipation by Moving Dislocations ............................... 75 3.10. Conclusions .................................................................................................. 78 Acknowledgments ..................................................................................... 79 References ..................................................................................................... 79 CHAPTER 4 Molecular Processes in a Shocked Explosive: Time-Resolved Spectroscopy of Liquid Nitromethane ........................................................ 81 G.I. Pangilinan and Y.M. Gupta 4.1. Introduction ................................................................................................. 81 4.2. Optical Spectroscopy Probes ................................................................ 82 4.3. Shock Response of Nitromethane and Sensitized Nitromethane ....................................................................... 85 4.4. Summary and Conclusions .................................................................. 97 Acknowledgments ..................................................................................... 98 References ..................................................................................................... 98 CHAPTER 5 Effects of Shock Compression on Ceramic Materials ......................... 101 Tsutomu Mashimo 5.1. Introduction ................................................................................................. 101 5.2. Shock Compression Studies on Some Selected Ceramic Materials .............................................................................................. -......... 104 5.3. Yielding Mechanism and Correlation with Material Characterization ....................................................................................... 124 5.4. Effects of Shock Compression on Shock-Induced Phase Transition ....................................................................................... 136 5.5. Concl\lding Remarks .............................................................................. 139 References .................................................................................................... 140 CHAPTER 6 Response of High -Strength Ceramics to Plane and Spherical Shock Waves ............................................................................. 147 J. Cagnoux and J.-Y. Tranchet 6.1. Introduction ................................................................................................. 147 6.2. Elements of Experimental Strategy ................................................ 148 6.3. Uniaxial Deformation by a Plane Shock Wave ......................... 148 6.4. Triaxial Deformation by a Divergent Spherical Wave ......... 160 6.5. Conclusions, Prospects, and Recommendations ....................... 163 References .................................................................................................... 166 CHAPTER 7 Initiation and Propagation of Detonation in Condensed-Phase High Explosives ....................................................... 171 Ray Engelke and Stephen A Sheffield 7.1. Introduction ................................................................................................ 171 7.2. Brief History of Condensed· Phase Explosive Technology... 174

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