An Introduction to MechanicsCambridge University Press, 2014 - 542 trang For 40 years, Kleppner and Kolenkow's classic text has introduced students to the principles of mechanics. Now brought up to date, this revised and improved second edition is ideal for classical mechanics courses for first- and second-year undergraduates with foundation skills in mathematics. The book retains all the features of the first edition, including numerous worked examples, challenging problems and extensive illustrations, and has been restructured to improve the flow of ideas. It now features new examples taken from recent developments, such as laser slowing of atoms, exoplanets and black holes; a 'Hints, Clues and Answers' section for the end-of-chapter problems to support student learning; and a solutions manual for instructors at www.cambridge.org/kandk. |
Nội dung
VECTORS AND KINEMATICS | 1 |
4 Differentials | 39 |
NEWTONS LAWS | 47 |
FORCES AND EQUATIONS OF MOTION | 81 |
MOMENTUM | 115 |
ENERGY | 161 |
TOPICS IN DYNAMICS | 211 |
ANGULAR MOMENTUM AND FIXED AXIS ROTATION | 239 |
CENTRAL FORCE MOTION | 373 |
THE HARMONIC OSCILLATOR | 411 |
THE SPECIAL THEORY OF RELATIVITY | 439 |
RELATIVISTIC DYNAMICS | 477 |
SPACETIME PHYSICS | 503 |
HINTS CLUES AND ANSWERS TO SELECTED | 519 |
APPENDIX A MISCELLANEOUS PHYSICAL | 527 |
| 533 | |
Thuật ngữ và cụm từ thông dụng
acceleration amplitude angle angular momentum angular velocity atoms axes axis axle block center of mass central force Chapter clock collision component conservation constant coordinate system damping diagram direction displacement distance dynamics Earth electron equation of motion equilibrium Example fictitious force force F frequency friction Galilean transformation gravitational field gravitational force gyroscope harmonic oscillator horizontal inertial system initial integral interaction kinetic energy length Lorentz transformation m₁ magnitude mechanics moment of inertia moving Newton's Newtonian observer orbit particle pendulum perpendicular photon physics pivot plane polar coordinates position potential energy precession problem r₁ radial radius relative relativistic result rigid body rocket rotation satellite shown shows simple simple harmonic motion sketch solution special relativity speed of light spin spring surface tion torque uniform unit vector vertical w₁ work-energy theorem zero ΔΑ Δθ