Mechanics and Dynamical Systems with Mathematica
Nicola Bellomo, Luigi Preziosi, and Antonio Romano, 2000, Birkhaüser, 417 pp.,
A text for advanced students and practitioners in mechanics, scientific
computing, physics, and mathematical modeling. Provides a systematic and
unified treatment of mechanics and dynamical systems, addressing
qualitative analysis, and simulations of physical systems using ordinary
differential equations. Mathematica is used to present the
computational components in worked examples and end-of-chapter problems.
Models and Differential Equations | Models and
Mathematical Problems | Stability
and Perturbation Methods | Newtonian Dynamics | Rigid Body Dynamics |
Methods and Lagrangian Mechanics | Deterministic and Stochastic Models in
Applied Sciences | Chaotic Dynamics, Stability, and Bifurcations |
Models of Continuous Systems | Appendix I: Numerical Methods for Ordinary
Differential Equations | Appendix II: Kinematics, Applied Forces,
Mechanical Energy | Appendix III: Scientific Programs
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