Introduction to Classical MechanicsAllyn and Bacon, 1990 - 687 halaman Featuring state-of-the-art computer based technology throughout, this comprehensive book on classical mechanics bridges the gap between introductory physics and quantum mechanics, statistical mechanics and optics -- giving readers a strong basis for their work in applied and pure sciences.Introduces Mathcad, using it in to do mathematical calculations, solve problems, make plots and graphs, and generally provide more in-depth coverage and a better understanding of physics. Pays special attention to such topics of modern interest as nonlinear oscillators, central force motion, collisions in CMCS, and horizontal wind circulation. |
Isi
Particle Dynamics in One Dimension | 23 |
Harmonic Oscillators | 51 |
Oscillating Systems | 92 |
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A₁ acceleration amplitude angle angular momentum angular velocity axes axis Calculate center of mass Chapter collision components conservation constant coordinate system Coriolis force damped density differential equation direction discussed displacement distance equations of motion equilibrium F₁ Figure fluid force acting force F frequency function given by Eq harmonic oscillator hence horizontal inertial system integration k₁ kinetic energy Lagrange's equations length linear Lorentz transformation m₁ m₂ Mechanics moment of inertia moving Newton's normal modes obtain orbit P₁ particle of mass pendulum perpendicular plane polar coordinates position potential energy quantity r₁ r₂ radius rigid body rotation scalar shown in Fig solution solve string Substituting surface symmetry T₁ torque transformation unit vectors v₁ vertical vibrating w₁ wave write X-axis x₁ Z-axis zero дак ди ду дх