Engineering mechanics : statics and dynamics
著者
書誌事項
Engineering mechanics : statics and dynamics
Prentice Hall, c1997
4th ed
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注記
Includes index
内容説明・目次
内容説明
For Combined Statics and Dynamics courses.
This edition of the highly respected and well-known book for Engineering Mechanics focuses on developing a solid understanding of basic principles rather than rote learning of specific methodologies. It covers fundamental principles instead of "cookbook" problem-solving, and has been refined to make it more readable. It includes over 500 new problems rigorously checked for accuracy. Statics topics covered include fundamentals of mechanics, elements of vector algebra, important vector quantities, equivalent force systems, equations of equilibrium, introduction to structural mechanics, friction forces, properties of surfaces, moments and products of inertia, and methods of virtual work and stationary potential energy. Dynamics topics include kinematics of a particle, particle dynamics, energy methods for particles, methods of momentum for particles, kinematics of rigid bodies, kinetics of plane motion of rigid bodies, energy and impulse-momentum methods for rigid bodies, dynamics of general rigid-body motion, and vibrations.
目次
Preface.
1. Fundamentals of Mechanics Review I.
2. Elements of Vector Algebra Review II.
3. Important Vector Quantities.
4. Equivalent Force Systems.
5. Equations of Equilibrium.
6. Introduction to Structural Mechanics.
7. Friction Forces.
8. Properties of Surfaces.
9. Moments and Products of Inertia.
10. Methods of Virtual Work and Stationary Potential Energy.
11. Kinematics of a Particle - Simple Relative Motion.
12. Particle Dynamics.
13. Energy Methods for Particles.
14. Methods of Momentum for Particles.
15. Kinematics of Rigid Bodies: Relative Motion.
16. Kinetics of Plane Motion of Rigid Bodies.
17. Energy and Impulse-Momentum Methods for Rigid Bodies.
18. Dynamics of General Rigid-Body Motion.
19. Vibrations.
Appendix I. Integration Formulas.
Appendix II. Computation of Principal Moments of Inertia.
Appendix III. Additional Data For the Ellipse.
Appendix IV. Proof that Infinitesimal Rotations Are Vectors.
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