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Five year integrated MSc Degree Course in Photonics.pdf

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MODULE 2<br />

Conjugate momenta, cyclic coord<strong>in</strong>ates, conservation theorems and symmetry. Noether's<br />

theorem (no proof). Hamiltonian, relationship between Hamiltonian and Lagrangian. Energy<br />

conservation.<br />

MODULE 3<br />

Central force problem- reduction to equivalent one dimensional problem. Classification of orbits<br />

and stability condition for orbits. Kepler's laws. Kepler's laws us<strong>in</strong>g Lagrangian formulation.<br />

MODULE 4<br />

Lagrangian formulation of small oscillations and normal modes with special reference to CO,<br />

type molecules.<br />

Hamilton's equations of motions. Canonical transformations. Generat<strong>in</strong>g function. Poisson<br />

Brackets, fundamental PB. Equations of motion us<strong>in</strong>g Poisson Brackets, simple examples<br />

Advanced Read<strong>in</strong>g;. Action -angle variables. Hamilton Jacobi equation. Rigid body dynamics-<br />

Euler's angles - equations of motion, symmetric top, Corioli's force.<br />

REFERENCES<br />

Classical Mechanics — Goldste<strong>in</strong>, Narosa Publish<strong>in</strong>g Co. (1993) (Text)<br />

Classical Mechanics- Rana and Joag, Tata McGrawHill (1992)<br />

Modem Optics - R Guenther (for Lagrangian formulation of Optics),John Wiley Sons, (1990)<br />

Classical Mechanics - V B Bhatia, Narosa Pub.(1997)<br />

Classical Mechanics of particles and rigid bodies — Kiran C Gupta, Wiley Eastern Ltd.(1998)<br />

Mechanics — L. D Landau and E. N Lifshitz., Butterworth He<strong>in</strong>emann,3 rd Ed (2002)<br />

7. Ciassical Mechanics — C R Mondal, Prentice Hall India, (2002)<br />

MODULE 1<br />

CEL 1205 NUCLEI PARTICLE AND BEAMS<br />

Vector atom model, quantum numbers, Atomic nucleus, relationship between nuclear radius and<br />

mass number, Nuclear forces, nucleons, sp<strong>in</strong> and isotropic s<strong>in</strong>, isotopes and isobars, isomers,<br />

mirror nuclei, stability of nuclei, b<strong>in</strong>d<strong>in</strong>g energy, fission and fusion.<br />

Nuclear models-semi empirical mass formula, liquid drop model, shell model, magic numbers,<br />

Parity of nuclear states, Meson theory of nuclear forces .<br />

MODULE 2<br />

Radio activity, units, radio activity, alpha and beta decay, Gamow's theory, neutr<strong>in</strong>o, Fermi's<br />

theory of beta decay, Radiation hazards. Nuclear fusion and fission. Particle detectors - electroscope,<br />

sc<strong>in</strong>tillator, bubble chamber, cloud chamber, ionization chamber, GM counter.<br />

Cosmic rays- Discovery, latitude, EW, altitude effects, primary and secondary cosmic rays, cosmic<br />

ray showers, Bhabha's theory, Pair production and annihilation, Positron and its discovery,<br />

discovery of pi and mu mesons and strange particles, van Allen belts, orig<strong>in</strong> of cosmic rays, solar<br />

neutr<strong>in</strong>o problem, neutr<strong>in</strong>o oscillation and mass of neutr<strong>in</strong>o.<br />

19<br />

CENTRE OF EXCELLENCE IN LASERS AND OPTOELECTRONICS SCIENCES

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