Mechanics (Oscillations & Properties Of Matter)(Paperback, J.C. UPADHYAYA) | Zipri.in
Mechanics (Oscillations & Properties Of Matter)(Paperback, J.C. UPADHYAYA)

Mechanics (Oscillations & Properties Of Matter)(Paperback, J.C. UPADHYAYA)

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Mechanics - OSCILLATIONS AND PROPERTIES OF MATTER is the most read book and useful for readers demanding advanced knowledge with simple yet effective approach. -For B.Sc. & B.Tech. students of Indian Universities-by J. C. Upadhyaya-M.Sc., Ph.D., F.Inst.P. (London)-Formerly Director/Professor Incharge,-Dau Dayal Institute of Vocational Education,-Dr. B.R. Ambedkar University, Agra and Senior Reader in Physics, Agra College, Agra (India) present edition covers various changes done in the content of the syllabi of various indian universities in view of the National Education Policy 2021. in the content we have added a special chapter coupled oscillators. this chapter was badly needed as to link in between a single insolated oscillator(eg pendulum, spring mass) and waves. we have also added several other topics 1. components of velocity and acceleration in different coordinate systems, 2. linear accelerator, 3, Gauss's law in gravitation : Poissions equation, 4, Eulers equation for a rigid body, 5, Bifilar oscillations and 6, Eulers equations for non - viscuous fluids, 7, integration of Eulers equation and deduction of Bernolli's equation have been given Appendices. 1. Vectors, 2. Frames of References, 3. Relativity, 4. Dynamics of a Particle, 5. Conservation of Energy, 6. Linear and Angular Momentum, 7. Potentials and Fields, 8. Dynamics of Rigid Bodies, 9. Harmonic Oscillator, 10. Damped and Forced Harmonic Oscillators, 11. Wave Motion, 12. Elasticity, 13. Hydrostatics, 14. Hydrodynamics, 15. Viscosity, 16. Surface Tension, 17. Vacuum Pumps and Gauges, 18. Coupled Oscillations. Appendices velocity and acceleration in cylindrical and spherical coordinates, linear accelerator, gauss's law in gravitation - poissions equation, eulers equation of motion for a rigid body, bifilar suspension, eulers equation of motion for flow of non-viscuous liquid, integration of eulers equation and deduction of bernoulli's rquation, table of values, log/antilog table, short and long que