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An Introduction to Mechanics by D. Kleppner & R. Kolenkow [PDF]

An Introduction to Mechanics

Authors: D. Kleppner & R. Kolenkow

Publisher: McGraw Hill Education (Indian Edition), 2017

Content Outline

Part 1: Foundations of Classical Mechanics

  • Introduction to Mechanics
  • Kinematics
    • Motion in one dimension – Click Here
    • Vector analysis and motion in two dimensions – Click Here
    • Relative velocity and reference frames
  • Newton’s Laws
    • Concept of force
    • Applications of Newton’s second law
    • Examples of forces: gravitational, normal, tension, friction
  • Work and Energy
    • Work done by a force
    • Kinetic energy and the work-energy theorem
    • Potential energy and conservative forces
    • Energy conservation principles
  • Momentum
    • Linear momentum and impulse
    • Conservation of momentum
    • Collisions: elastic and inelastic
    • Center of mass and motion of a system of particles

Part 2: Advanced Topics in Mechanics

  • Rotational Motion
    • Angular velocity and angular acceleration
    • Rotational kinematics and dynamics
    • Moment of inertia and torque
    • Conservation of angular momentum
  • Gravitation
    • Newton’s law of gravitation
    • Gravitational potential energy
    • Orbital mechanics: Kepler’s laws and satellite motion
  • Oscillations
    • Simple harmonic motion (SHM)
    • Energy in SHM
    • Damped and driven oscillations
    • Resonance phenomena
  • Non-inertial Reference Frames
    • Accelerated reference frames
    • Pseudo-forces (e.g., Coriolis force, centrifugal force)
    • Applications in rotating frames of reference

Part 3: Special Topics and Applications

  • Rigid Body Dynamics
    • Rotational motion of rigid bodies
    • Stability and toppling
    • Precession and gyroscopic effects
  • Mechanics of Continuous Media
    • Stress and strain
    • Fluid mechanics basics
    • Waves in elastic media
  • Relativity
    • Einstein’s principle of relativity
    • Lorentz transformations
    • Relativistic energy and momentum

Appendices

  • Mathematical Tools for Mechanics
    • Vector calculus
    • Differential equations
  • Experimental Methods in Mechanics
  • Problem Sets and Solutions (detailed exercises for each chapter)

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