Author: Chien Wei-Zang
Language: English
1993; Hardcover;185x265mm;947
This Proceedings is a collection of 235 papers. These papers are accepted for presentation at the 2nd International Conference on Nonlinear Mechanics (ICNM-II) to be convened in Beijing, August of 1993. This Conference, which is a continuation of the Shanghai Conference successfully held in 1985, is co-sponsored by Chinese Society of Theoretical and Applied Mechanics, Wuhan Association for Science and Technology, Peking University and Shanghai University of Technology. Nonlinear mechanics is the important main trend in the contemporary study of mechanics. It serves as the theoretical basis for the development of new technique, structures, materials and technology, and reclaims many new research fields in applied mathematics. Achievements in pure and applied mathematics promotes in turn the prosperity of nonlinear mechanics.
Language: English
1993; Hardcover;185x265mm;947
This Proceedings is a collection of 235 papers. These papers are accepted for presentation at the 2nd International Conference on Nonlinear Mechanics (ICNM-II) to be convened in Beijing, August of 1993. This Conference, which is a continuation of the Shanghai Conference successfully held in 1985, is co-sponsored by Chinese Society of Theoretical and Applied Mechanics, Wuhan Association for Science and Technology, Peking University and Shanghai University of Technology. Nonlinear mechanics is the important main trend in the contemporary study of mechanics. It serves as the theoretical basis for the development of new technique, structures, materials and technology, and reclaims many new research fields in applied mathematics. Achievements in pure and applied mathematics promotes in turn the prosperity of nonlinear mechanics.
Table of Contents
1. Elasticity, plasticity and continuum mechanics (28 papers);
2. Structural mechanics (17 papers);
3.Defects, damage and fractal mechanics (17 papers);
4. Fluid dynamics and nonlinear waves (29 papers)
5. Bifurcation, chaos and nonlinear stability (52 papers);
6. Phase transition and unilateral problems (9 papers)
7. Classical dynamics (17 papers);
8. Nonlinear oscillations (15 papers)
9. Mathematical and numerical methods (19 papers);
10. Miscellaneous (12 papers)
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