This volume provides coverage of the principles of mechanics. It examines linear motion, energy conservation, Lagrange's equations, momentum conservation, non-linear mechanics and relativity. This edition includes an increased number of examples, problems and applications.
Part 1 Linear motion: Newtonian theory; interactions; the drag racer - frictional force; sport parachuting - viscous force; archery - spring force; methods of solution; simple harmonic oscillator; damped harmonic motion; forced oscillator with damping resonance. Part 2 Energy conservation: potential energy; gravitational escape; small oscillations; three-dimensional motion - vector notation; conservation forces in three dimensions; motion in a plane; simple pendulum; coupled harmonic oscillators. Part 3 Lagrangian method: Lagrange's equations; some Lagrangian applications; the Lorentz force; mechanical constraints; Hamilton's equations. Part 4 Momentum conservation: rocket motion; frames of reference; elastic collisions - laboratory and center-of-mass systems; collisions of billiard balls; inelastic collisions; scattering cross sections. Part 5 Angular-momentum conservation: central forces; planetary motion; eccentricity vector; Kepler's laws; satellites and spacecraft; grand tours of the outer planets; Rutherford scattering. Part 6 Particles systems and rigid bodies: center of mass and the two-body problem; rotational equation of motion; rigid bodies - static equilibrium; statics and dynamics of a heavy string; rotations of rigid bodies; gyroscope effect; the boomerang; moments and produces of intertia; single-axis rotations; moments-of-intertia calculations; impulses and billiard shots; super-ball bounces. Part 7 Accelerated coordinate systems: transformation to moving coordinate frames; fictitious forces; motion on the earth; Foucault's pendulum; dynamical balance of a rigid body; principal axes and Euler's equations; the tennis racket theorem; the earth as a free symmetric top - external observer; spinning top, including gravity; slipping tops - rising and sleeping; the tippie-top. Part 8 Gravitation: attraction of a spherical body - Newton's theorem; the tides; gravity field of the earth. Part 9 Newtonian cosmology: the universe; virial theorem; dark matter; cosmology. Part 10 Non-linear mechanics and the approach to chaos: the anharmonic oscillator; the damped and driven anharmonic oscillator; numerical solutions. Part 11 Relativity: the relativity idea; Lorentz transformation; consequences of relativity; relativistic momentum and energy.
Classical Mechanics: A Modern Perspective by Vernon Barger
McGraw-Hill Series in Pure & Applied Physics
Used - Good
McGraw-Hill Education - Europe
Book picture is for illustrative purposes only, actual binding, cover or edition may vary.
The book has been read but remains in clean condition. All pages are intact and the cover is intact. Some minor wear to the spine.