Authors: Daniel Kleppner, Robert J. Kolenkow
Publisher: Cambridge University Press (2014) · Language: English
ISBN-10: 0521198119 · ISBN-13: 978-0521198110
An Introduction to Mechanics, 2nd Edition by Kleppner and Kolenkow is a classic textbook providing a thorough foundation in classical mechanics for undergraduate students in physics and engineering. This edition emphasizes conceptual understanding, mathematical rigor, and problem-solving skills, preparing students for advanced study in physics and related fields.
The text is known for its clear explanations, challenging exercises, and insightful examples, which help students develop both theoretical understanding and practical application skills.
Master motion in one, two, and three dimensions, and learn the fundamental principles of force, mass, and acceleration.
Understand the laws of motion and their application to particles, rigid bodies, and systems.
Explore energy conservation, work, potential energy, and linear and angular momentum.
Study rotational dynamics, torque, angular momentum, and moment of inertia.
Analyze simple harmonic motion, coupled oscillators, and gravitational interactions in classical mechanics contexts.
This book combines rigor and clarity, making it a go-to resource for students seeking a strong conceptual and mathematical foundation in mechanics. Its extensive problem sets challenge students to think critically and develop analytical skills essential for physics and engineering.
Undergraduate physics and engineering students taking introductory mechanics courses
Educators and tutors seeking a reliable reference for teaching classical mechanics
Lifelong learners looking to deepen their understanding of fundamental physics
Kinematics and dynamics of particles
Newton’s laws of motion
Work, energy, and momentum
Rotational motion and dynamics
Oscillations and gravitation
Problem-solving techniques in classical mechanics
An Introduction to Mechanics, 2nd Edition by Kleppner and Kolenkow provides a clear, rigorous, and comprehensive foundation in classical mechanics. Its combination of conceptual explanations, mathematical derivations, and challenging exercises makes it essential for students and educators in physics and engineering.