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Course Code:
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PH 408
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Title:
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Mathematical Physics II
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Credits:
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6.0
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Pre-requisite:
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Description:
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Functions of complex
variables, zeros, poles and branch cuts. Applications of residue
theorem. Analytic continuations. Dispersion relations. Asymptotic
series. Method of steepest descent. Gamma, Beta and error functions and
their asymptotic series. Ordinary differential equations, second
order homogeneous and inhomogeneous equations, Wronskian, general
solutions. Adjoint of a differential equation. Ordinary and singular
points. Series solutions. Gauss hypergeometric and confluent
hypergeometric equations. Sturm-Liouville problem. Legendre, Hermite
and the associated polynomials, their differential equations,
generating functions. Bessel functions, spherical Bessel functions;
first and second kinds; differential equations. Integral
representations of hypergeometric, confluent hypergeometric and other
special functions. |
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Text/References:
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F.A. Hinchey, Introduction to applicable Mathematics, part I, Wiley Eastern.
P. Dennery and A. Krzywicki, Mathematics for Physicists, Harper and Row.
P. Morse and H. Feshbach, Methods of Theoretical Physics, Vol.1, McGraw Hill.
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Course Code:
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PH 412
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Title:
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Physics Lab II
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Credits:
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6.0
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Pre-requisite:
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Description:
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Energy gap of
semiconductors, Hall effect, Registivity of ferrites, Transition of
ferroelectrics, Hysterisis of wire and rod photo conductivity. -
emission spectrum, absorption spectrum of iodine, Rotation spectrum of
iodine, Rotation spectrum of cynogar, AlO vibrational spectrum, Gaseous
discharge, Densitometry. |
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Text/References:
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Course Code:
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PH 414
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Title:
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Electronics Laboratory
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Credits:
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3.0
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Pre-requisite:
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Description:
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Logic gate circuits: all
six gates and truth table verification; R-S and J-K flips using
NOR-NAND gates, Design and study of common emitter amplifier, two stage
feeddback amplifier, common collector and FET apmlifier, Use if IC741:
(a) Inverting amplifier (b) Integulator (c) Multivibrator (d)
Weinbridge oscillator, Unregulated and regulated power supply:
estimation of ripple factor for different filters. |
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Text/References:
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Course Code:
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PH 422
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Title:
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Quantum Mechanics II
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Credits:
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8.0
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Pre-requisite:
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Description:
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Approximation methods in
Quantum Mechanics. WKB method. Connection formulae. Bohr"s quantization
condition. Penetration through a pontential barrier. Time independent
perturbation theory. Zeeman and Stark effects, Convergence of the
perturbation series. Time dependent perturbation theory. Transition,
scattering probability. Absorption and emission of radiation, Einstein
coefficients. Variational procedure. Applications to Helium atom and
many particle systems. Theory of potential scattering. Cross section,
method of partial waves. |
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Text/References:
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E. Merzbacher, Quantum Mechanics, Wiley, 1970
P.M. Mathews and K. Venkatesan, A text book of Quantum Mechnanics, Tata McGraw Hill, 1976.
A. Messiah, Quantum Mechanics, North Holland.
L. Landau and E. Liftshitz, Quantum Mechanics, Pergamon 1965.
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Course Code:
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PH 424
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Title:
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Electromagnetic Theory I
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Credits:
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8.0
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Pre-requisite:
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Description:
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Electrostatics. Multipole
expansions. Fields in dielectric media. Magnetic properties of matter.
Boundary value problems. Wave equation. Reflection, refraction and
propagation of waves in dispersive media. Postulates of special
relativity. Lorentz transformation. Relativistic Kinematics. |
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Text/References:
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J. Reitz and F.J. Milford, Foundations of Electromagnetic theory, Addison Wesley.
C.A. Coulson, Electricity, Oliver and Boyd
A.P. French, Special Relativity,Nelson, London.
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Course Code:
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PH 430
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Title:
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Introduction to Condensed Matter Physics II
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Credits:
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6.0
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Pre-requisite:
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Description:
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Text/References:
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Course Code:
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PH 440
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Title:
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Introduction to Atomic and Molecular Physics
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Credits:
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8.0
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Pre-requisite:
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Description:
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Text/References:
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