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#2
March 23rd, 2017, 11:41 AM
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| Re: ICT College Mumbai
As you want syllabus of M.Sc. (Physics) Course offered by Institute of Chemical Technology (ICT) Mumbai, so here is complete syllabus: Institute of Chemical Technology (ICT) Mumbai M.SC Physics Syllabus SEM I PYT 2101 Classical Mechanics PYT 2102 Mathematical Physics PYT 2103 Quantum Mechanics I PYT 2104 Electronics I PYT 2105 Materials Science PYT 2106 Solid State Physics PYP 2107 General Physics Laboratory SEM II PYT 2201 Quantum Mechanics II PYT 2202 Polymer Physics I PYT 2203 Electronics II PYT 2204 Classical Electrodynamics PYT 2205 Materials Synthesis PYT 2302 Analytical Techniques I PYP 2207 Electronics Laboratory SEM III PYT 2301 Polymer Physics II PYT 2206 Statistical Mechanics PYT 2303 Analytical Techniques II PYT 2304 Computational Physics PYT 2305 Introduction to Ceramics PYT 2306 Molecular Quantum Mechanics PYP 2307 Chemical Physics Laboratory SEM IV PYT 2401 Introduction to Nanoscience PYT 2402 Introduction to phase transformations PYT 2403 Elective Paper PYT 2404 Elective Paper PYP 2405 Project SEMESTER I PYT 2101 Classical Mechanics Lagrangian formulation of classical mechanics [10+5T] Degrees of freedom, constraints, Hamilton’s principle, derivation of Lagrange’s equations from Hamilton’s principle, ignorable coordinates and constants of motion, applications Hamiltonian formulation of classical mechanics [10+5T] Legendre transformations, Hamilton’s equations of motion, derivation of Hamilton’s equations form extended Hamilton’s principle, ignorable coordinates and constants of motion, applications Small oscillations [10 + 5] Formulation of the problem, the eigenvalue equation and the principal axis transformation, normal coordinates, free vibrations in a linear triatomic molecule and its eigenfrequencies. PYT 2102 Mathematical Physics Differential equations [10+5T] First and second order ordinary differential equations, Frobenius method of series solutions, Legendre, Laguerre, Hermite, Bessel and Chebyshev equations and their solutions by Frobenius method, applications Partial differential equations, Green’s function, applications Fourier series and integral transforms [10+5T] Fourier series, Fourier integrals and Fourier transforms, properties, inverse Fourier transforms, applications Laplace transform, properties, inverse Laplace transforms, applications Complex analysis [10+5T] Functions of a complex variable, Cauchy-Riemann conditions, contour integrals, Cauchy- Goursat theorem and applications, Cauchy integral formula, Liouville’s theorem, Taylor and Laurent series, residues and poles, residue theorem, applications PYT 2103 Quantum Mechanics I Review of concepts [6+3T] Operators, postulates of quantum mechanics, expectation values, Ehrenfest’s theorem, commutators, Heisenberg’s uncertainty principle, wave packet formalism, Schrodinger equation. Formalism [12+6T] Dirac notation, Hilbert space, Hermitian operators and their properties, matrix mechanics, basis and representations, unitary and similarity transformations, Schrodinger, Heisenberg and Dirac pictures of quantum mechanics Applications of Schrodinger equation [12+6T] Schrodinger’s wave equation, properties of the wavefunction, applications of the timeindependent Schrodinger equation: particle in a box, finite well, finite barrier, step potential, delta-function potential, harmonic oscillator, etc. PYT 2104 Electronics I Transducers [6+3T] Strain gauge, capacitive transducer, load cell, piezo-electrical transducer, photoelectric transducer, photo-voltaic cell, semiconductor photodiode, phototransistor, thermocouple, semiconductor diode temperature sensor, IC-type sensor, pyrometer, total radiation pyrometer, infrared pyrometer, optical pyrometer, ultrasonic temperature transducer. Arithmetic Circuits [6+3T] Unsigned binary numbers: limits, overflow, sign-magnitude numbers: range of sign-magnitude numbers, 2’s complement representation: 1’s complement, 2’s complement, positive and negative numbers, converting to and from 2’s complement representation, 2’s complement arithmetic: addition, subtraction, overflow, what to do with arithmetic building blocks: half adder, full adder, controlled inverter. Combinational Logic Design using circuits [6+3T] Multiplexers: 4-to-1 Multiplexer, 16-to-1 Multiplexer, the 74150, Multiplexer Logic, Bubbles on Signal Lines, Universal Logic circuit, Nibble Multiplexers De-Multiplexers: 1-to-2 De-multiplexer, 1-to-16 De-multiplexer, the 74154 Decoders: 1-of-16 Decoder, BCD-to-Decimal Decoders, the 7445 Encoders: Decimal-to-BCD Encoder, the 74147 Introduction to Microcontrollers [12+6T] Introduction, Microcontrollers and Microprocessors, History of Microcontrollers and Microprocessors, Embedded Versus External Memory Devices, 8-bit & 16-bit Microcontrollers, CISC and RISC Processors, Harvard and Von Neumann Architectures, Commercial Microcontrollers. Introduction, MCS-Architecture, Registers in MCS-51,8051 Pin Description, 8051 Connections,8051 Parallel I/O Ports, Memory Organization. 8051 Instruction Set and Programming: MCS-51 Addressing Modes and Instructions: 8051 Addressing modes, MCS-51 Instruction Set, 8051 Instructions and Simple programs Institute of Chemical Technology (ICT) Mumbai M.SC Physics Syllabus     |