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The first edition of PHY-304-MJ-T Classical Mechanics, under faculty of Science and Technology, Savitribai Phule Pune University, Pune, according to new syllabus implemented from year 2026-27, as per National Education...

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Mathematical Physics-II - PHY-304-MJ-T
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The first edition of PHY-304-MJ-T Classical Mechanics, under faculty of Science and Technology, Savitribai Phule Pune University, Pune, according to new syllabus implemented from year 2026-27, as per National Education Policy – 2020.
This book is written as per New syllabus introduced from 2026-27. We have tried to explain the concepts and information in easy language so that students could understand it easily. We feel that the information is presented in a simple form for the better understanding of students.
This book includes explanation for each point, number of illustrative examples are given and exercise is given at the end of each topic for the benefit of students. In our view the book will fulfil the expectations of students and teachers.

1. Motion of Particles...............................................7
1.1. Charged Particles: Motion of A Charged Particle in Constant Electric, Magnetic and Electro-Magnetic Field
1.2. System of Particles: Concept of Centre of Mass, Conservation of Linear Momentum, Angular Momentum, Energy of System of Particles. (Statements Only)
1.3. Day to Day Applications of Classical Mechanics.
1.4. Problem Solving

2. Central Force Field...................................................29
2.1. Central force Field: Definition and Properties of central force field
2.2. Reduction of two body problem to an equivalent one-body problem
2.3. Motion in central force field
2.4. Kepler’s laws of planetary motion and Artificial satellite
2.5. Elastic and inelastic scattering: Elastic scattering - Laboratory and Centre of Mass system
2.6. Problem Solving

3. Langrangian and Hamiltonian Formulation...................69
3.1 Limitations of Newton’s Law of Motion
3.2 Constraints and Their Classification, Example of Constrains, degrees of freedom, generalized coordinate, configuration space
3.3 Principle of Virtual work done
3.4 D’ Alembert’s principle of virtual work
3.5 Langrangian and Hamiltonain equations
3.6 Cyclic coordinates and Phase space

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