Introduction to Geometrically Nonlinear Continuum Dislocation Theory

Discover the fascinating world of geometrically nonlinear single crystal plasticity with Introduction to Geometrically Nonlinear Continuum Dislocation Theory by Christian B. Silbermann. Published by Springer Nature Switzerland AG in 2021, this insightful book spans 94 pages and serves as an essential resource for students and professionals in the field of physics.

This first edition introduces readers to the complexities of continuously distributed dislocations, providing a solid foundation in the subject. The book includes a straightforward simulation example that illustrates the theory's ability to describe the formation of planar lattice defects, such as subgrain boundaries, while also shedding light on the characteristics of pattern-forming systems.

Whether you're a researcher or a student, Silbermann's work is a valuable addition to your library, offering a clear and engaging exploration of advanced concepts in continuum dislocation theory.