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Classical Mechanics

Classical Mechanics

Classical Mechanics

Lectures on Theoretical Physics
Volume 1:
David Tong, University of Cambridge
May 2025
1
Hardback
9781009594516
c.
£69.99
GBP
Hardback
GBP
Paperback

    Any education in theoretical physics begins with the laws of classical mechanics. The basics of the subject were laid down long ago by Galileo and Newton and are enshrined in the famous equation F=ma that we all learn in school. But there is much more to the subject and, in the intervening centuries, the laws of classical mechanics were reformulated to emphasis deeper concepts such as energy, symmetry, and action. This textbook describes these different approaches to classical mechanics, starting with Newton's laws before turning to subsequent developments such as the Lagrangian and Hamiltonian approaches. The book emphasises Noether's profound insights into symmetries and conservation laws, as well as Einstein's vision of spacetime, encapsulated in the theory of special relativity. Classical mechanics is not the last word on theoretical physics. But it is the foundation for all that follows. The purpose of this book is to provide this foundation.

    • This is the first volume in a series of textbooks covering the core topics in theoretical physics
    • Covers all aspects of classical mechanics, including a detailed description of special relativity
    • Includes a wealth of examples and illustrations making it an invaluable resource for both undergraduates and researchers
    • Numerous homework exercises for the book are available online

    Product details

    May 2025
    Hardback
    9781009594516
    400 pages
    254 × 178 mm
    Not yet published - available from May 2025

    Table of Contents

    • 1. Newtonian Mechanics
    • 2. Forces
    • 3. Interlude: Dimensional Analysis
    • 4. Systems of Particles
    • 5. The Two-Body Problem
    • 6. Rotating Reference Frames
    • 7. The Lagrangian Formalism
    • 8. Small Oscillations
    • 9. Rigid Bodies
    • 10. The Hamiltonian Formalism
    • 11. Special Relativity.