Strain Solitons in Solids and How to Construct Them

Alexander M. Samsonov

ISBN 10: 0849306841 / ISBN 13: 9780849306846

Published by Taylor & Francis Inc Jan 2001, 2001

About this Item

Neuware - Nonlinear elastic waves, such as the solitary waves of strain, are of considerable importance in the nondestructive testing of solids, study of the mechanics of impact, seismology, and acoustics. This book introduces the general theory of wave propagation in nonlinearly elastic solids and shows, from first principles, how its main ideas can provide successful and even pioneering experiments.

Seller Inventory # 9780849306846

Bibliographic Details

• Title: Strain Solitons in Solids and How to Construct Them
• Publisher: Taylor & Francis Inc Jan 2001
• Publication Date: 2001
• Language: English
• ISBN 10: 0849306841
• ISBN 13: 9780849306846
• Binding: Buch
• Condition: Neu
• Dimensions: 234W x 156H x 0D millimeters 234 millimeters width by 156 millimeters height by 0 millimeters depth
• Weight: 499 grams

About this title

Synopsis

Although the theory behind solitary waves of strain shows that they hold significant promise in nondestructive testing and a variety of other applications, an enigma has long persisted-the absence of observable elastic solitary waves in practice. Inspired by this apparent contradiction, Strain Solitons in Solids and How to Construct Them refines the existing theory, explores how to construct a powerful deformation pulse in a waveguide without plastic flow or fracture, and proposes a direct method of strain soliton generation, detection, and observation. The author focuses on the theory, simulation, generation, and propagation of strain solitary waves in a nonlinearly elastic, straight cylindrical rod under finite deformations. He introduces the general theory of wave propagation in nonlinearly elastic solids and shows, from first principles, how its main ideas can lead to successful experiments. In doing so, he develops a new approach to solving the corresponding doubly dispersive equation (DDE) with dissipative terms, leading to new explicit and exact solutions. He also shows that the method is applicable to a variety of nonlinear problems. First discovered in virtual reality, nonlinear waves and solitons in solids are finally moving into the genuine reality of physics, mechanics, and engineering. Strain Solitons in Solids and How to Construct Them shows how to balance the mathematics of the problem with the application of the results to experiments and ultimately to generating and observing solitons in solids.

About the Author

Samsonov, Alexander M.