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5-Years Integrated M Sc in Industrial Physics

By Darlene Bradley,2014-05-07 13:29
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5-Years Integrated M Sc in Industrial Physics

    1

    5 Years/10 Semesters M.Sc. - Engineering Physics Degree

    (After 3 Years / 6 Semesters, students may be awarded B Sc -Engineering Physics Degree)

    First Year st1 Semester

    Code Paper Marks

    EP - 101 Classical Mechanics and Theory of Relativity 50+10* EP - 102 Electricity, Magnetism and Electromagnetic Theory 50+10* EP - 103 Theory of Errors 50+10* CH- 101 Inorganic Chemistry-I 35+5* CH- 102 Physical Chemistry-I 35+5* CH- 103 Organic Chemistry-I 35+5* MT- 101 Engineering Mathematics - I 80+20* PH -Lab Physics Lab CH -Lab Chemistry Lab

     Total 400

    *Sessional marks ndThe practical Examination will be held in 2 semester

     nd2 Semester

    Code Paper Marks

    EP - 201 Properties of Matter and Kinetic Theory of Gases 50+10* EP - 202 Semiconductor Devices 50+10* CH- 201 Inorganic Chemistry-II 35+5* CH 202 Physical Chemistry-II 35+5* CH 203 Organic Chemistry-II 35+5* MT - 201 Engineering Mathematics-II 80+20* ENG-201 English 50+10* PH Lab Physics Lab 100 CH - Lab Chemistry Lab 100

     Total 600 *Sessional marks

    2

     M. Sc. Engineering Physics

    Semester-I

    Subject: Physics (Paper Code: EP 101)

    Paper: Classical Mechanics and Theory of Relativity

    Max. Marks: 60

    Theory: 50, sessional: 10

     Time: 3 hrs

    Note:-

    1. Nine questions will be set in total.

    2. Question no. 1 will be compulsory and based on the conceptual aspects of the entire

    syllabus. This question may have 5 parts and the answer should be in brief but not in

    Yes/No.

    3. Four more questions are to be attempted, selecting one question out of two questions set

    from each unit. Each question may contain two or more parts. All questions will carry

    equal marks.

    Unit-I Basic concepts of Classical mechanics:- Mechanics of single and system of particles, Conversion law of linear momentum, angular momentum and mechanical energy for a

    particle and a system of particles, Centre of mass and equation of motion, Constrained

    motion.

    Unit-II Generalized Notations:- Degrees of freedom and Generalized coordinates, Transformation

    equations, Generalized Displacement, velocity, acceleration, momentum, force and potential,

    Hamilton's variational principle, Lagrange's equation of motion from Hamilton's principle,

    Linear harmonic oscillator, Simple pendulum, Atwood's machine.

    Unit-III Theory of Relativity:- Reference systems, Inertial and Non-inertial frames, Galilean

    invariance and conservation laws, Newtonian relativity principle, Michelson-Morley

    experiment: search for ether, Lorentz transformations.

    Unit-IV Applications of theory of relativity:- Length Contraction, Time Dilation, Twin Paradox, Velocity addition theorem, Variation of mass with velocity, Mass-energy equivalence.

    References:

    1. Classical Mechanics by H. Goldstein.

    2. Berkely Physics Course. Vol. 1. Mechanics by E.M. Purcell

    3. Concepts of Modem Physics by Arthur Beiser.

    3

     M. Sc. Engineering Physics

    Semester-I

    Subject: Physics (Paper Code: EP 102)

    Paper: Electricity, Magnetism and Electromagnetic theory

    Max. Marks: 60

    Theory: 50, sessional: 10

     Time: 3 hrs

    Note:-

    1. Nine questions will be set in total.

    2. Question no. 1 will be compulsory and based on the conceptual aspects of the entire

    syllabus. This question may have 5 parts and the answer should be in brief but not in

    Yes/No.

    3. Four more questions are to be attempted, selecting one question out of two questions set

    from each unit. Each question may contain two or more parts. All questions will carry

    equal marks.

    Unit-I Vector background and Electric field: Gradient of a scalar and its physical significance, Line, Surface and Volume integrals of a vector and their physical significance, Flux of a

    vector field, Divergence and curl-of a vector and their physical significance, Gauss's

    divergence theorem, Stoke's theorem, Derivation of electric field E from potential as gradient,

    Derivation of Laplace and Poisson equations, Electric flux, Gauss's Law, Mechanical force of

    charged surface, Energy per unit volume.

    Unit-II

    Magnetism: Magnetic induction, Magnetic flux, Solenoidal nature of vector field of

    induction, Properties of B (i) div.B = 0, (ii) curl B =µJ, Electronic theory of dia and paramagnetism, Domain theory of' ferromagnetism (Langevin's theory), cycle of

    magnetization- Hystresis loop (Energy dissipation, Hysteresis loss and importance of

    Hysteresis curve).

    Unit-III

    Electromagnetism: Maxwell equations and their derivations, Displacement current, Vector

    and Scalar potentials, Boundary conditions at interface between two different media,

    Propagation of electromagnetic wave (Basic idea, no derivation), Poynting vector and

    Poynting theorem.

    Unit-IV

    A.C. Analysis: A.C. circuit analysis using complex variable with (a) capacitance and

    resistance (CR) (b) resistance and inductance (LR) (c) capacitance and inductance (LC) (d)

    capacitance, inductance.and resistance (LCR), Series and parallel resonant circuits, quality

    factor (shapeness of resonance).

    Reference:

    1. Electricity and Magnetism by Reitz and Milford (Prentice Hall of India)

    2. Electricity and Magnetism by A.S. Mahajan and A.A. Rangwala(Tata McGrawHill)

    4

     M. Sc. Engineering Physics

    Semester-I

    Subject: Physics (Paper Code: EP 103)

    Paper: Theory of Errors

    Max. Marks: 60

    Theory: 50, sessional: 10

    Time: 3 hours

    Note:-

    1. Nine questions will be set in total.

    2. Question no. 1 will be compulsory and based on the conceptual aspects of the entire

    syllabus. This question may have 5 parts and the answer should be in brief but not in

    Yes/No.

    3. Four more questions are to be attempted, selecting one question out of two questions set

    from each unit. Each question may contain two or more parts. All questions will carry

    equal marks.

    Unit-1 Errors of observations: Accidental and systematic errors, Errors and fractional errors, Estimate of errors, Estimate of errors in compound quantities, Errors in product, Error in

    quotient, Use of the calculus, Error in a sum or difference.

Some statistical ideas: The mean, Relative frequency, The median, Frequency curves,

    Measures of dispersion: The range, The mean deviation, The standard deviation, Evaluation

    of standard deviation σ, Sheppard’s correction, Charlier’s checks, The mean and standard

    deviation of a sum.

    Unit-2 Frequency distributions: Certain special frequency distributions, The binomial distribution,

    The Poisson distribution, The normal distribution, Relation between a normal and binomial

    distribution, The mean deviation of a normal distribution, Area under the normal error curve,

    Sampling, standard error of the mean, Bessel’s formulae, Peter’s formulae, Fitting of a

    normal curve, Other frequency distributions.

    Unit-3 Standard error: The normal or Gaussian law of error, Applicability of the normal law of

    error, Normal error distributions, Standard error of a sum or difference, standard error of a

    product, Standard error of a compound quantity , Weighted mean, Standard error of weighted

    mean, Internal and external consistency

    Unit-4

     Applications of the method of least squares: Method of least squares. Its applications for-

    solution of linear equations, Solution of linear equations involving observed quantities, curve

    fitting, Line of regression, Accuracy of coefficients.

    Reference:-

    Theory of Errors by : J.Topping

    5

    M. Sc. Engineering Physics

    Semester I

    Subject: Chemistry (Paper Code: CH-101)

    Paper: Inorganic Chemistry-I

     Max. Marks: 40

     Theory: 35, sessional: 5

     Time: 3 hrs. Note:-

    1. Nine questions will be set in total.

    2. Question no. 1 will be compulsory and based on the conceptual aspects of the entire

    syllabus. This question may have 5 parts and the answer should be in brief but not in

    Yes/No.

    3. Four more questions are to be attempted, selecting one question out of two questions set

    from each unit. Each question may contain two or more parts. All questions will carry

    equal marks.

    Unit-I

    Atomic Structure: Idea of de-Broglie matter waves, Heisenberg uncertainty principle,

    atomic orbitals, quantum numbers, radial and angular wave function and probability

    distribution curves, shape of s,p,d, orbitals, Aufbau and Pauli exclusion principle, Hund’s

    multiplicity rule, electronic configurations of elements, effective nuclear charge, Slater’s

    rules.

    Unit-II

    Periodic Properties:- Atomic and Ionic radii, ionization energy, electron affinity and

    electronegativity-definition, methods of determination or evaluation, trends in periodic table

    (in s & p block elements)

    Unit-III

    Covalent bond:- Valence bond theory and its limitations, directional characteristics of

    covalent bond, various types of covalent bond, various types of hybridization and shapes of 2--simple inorganic molecules and ions (BeF, BF, CH, PF, SF, IF, SO, ClO) valence 23456744+-shell electron pair repulsion (VSEPR) theory to NH, HO, SF, ClF, ICl and HO. MO 334322

    theory of Heteronuclear (CO and NO) diatomic molecules, bond strength and bond energy,

    Percentage ionic character from dipole moment and electronegativity difference.

    Unit-IV

    Ionic Solids:- Ionic structures (NaCl, CsCl, ZnS (Zinc Blende), CaF) radius ratio effect and 2

    coordination number, limitation of radius ratio rule, lattice defects, semiconductors, lattice energy

    (mathematical derivation excluded) and Born-Haber cycle, salvation energy and its relation with

    solubility of ionic solids, polarizing power and polarisability of ions, Fajan’s rule.

References:-

    1. Concise Inorganic Chemistry by: J. D. Lee.

    2. Inorganic Chemistry: Principle of Structure and Reactivity by: Huheey, Keiter & Keiter.

    3. Inorganic Chemistry by: Puri, Sharma and Kalia.

    6

    M. Sc. Engineering Physics

    Semester I

    Subject: Chemistry (Paper Code: CH-102)

    Paper: Physical Chemistry-I

     Max. Marks: 40

     Theory: 35, sessional: 5

     Time: 3 hrs.

    Note:-

    1. Nine questions will be set in total.

    2. Question no. 1 will be compulsory and based on the conceptual aspects of the entire

    syllabus. This question may have 5 parts and the answer should be in brief but not in

    Yes/No.

    3. Four more questions are to be attempted, selecting one question out of two questions set

    from each unit. Each question may contain two or more parts. All questions will carry

    equal marks.

    Unit-I Gaseous States:- Maxwell’s distribution of velocities and energies (derivation excluded)

    Calculation of root mean square velocity, average velocity and most probable velocity, collision

    diameter, collision number, collision frequency and mean free path, deviation of real gases from

    ideal behavior, Derivation of Vander Waal’s Equation of state, its application in calculation of

    Boyle’s temperature (compression factor) explanation of behavior of real gases using Vander

    Waal’s Equation.

    Unit-II Critical Phenomenon:- Critical temperature, critical pressure, critical volume and their

    determination, PV isotherms of real gases, continuity of states, the isotherms of Vander Waal’s

    equation, relationship between critical constants and Vander Waal’s constants, critical

    compressibility factor, the law of corresponding states, liquefaction of gases.

    Unit-III Liquid States:- Structure of liquids, properties of liquids- suface tension, viscosity, vapour

    pressure & optical rotations and their determination.

    Unit-IV Solid State:- Classification of solids, Laws of crystallography- (i) Law of constancy of

    interfacial angles (ii) Law of rationality of indices (iii) Law of symmetry. Symmetry elements of

    crystals, definition of unit cell and space lattice, Bravais lattices, crystal system, X-Ray

    Diffraction by crystals, derivation of Bragg’s equation, determination of crystal structure of NaCl. KCl. Liquid crystals: difference between solids, liquids and liquid crystals, types of liquid

    crystals, applications of liquid crystals.

References:-

    1. Book of Physical Chemistry (vol. I, II, III & IV) by: K. L. Kapoor

    2. Physical Chemistry by: O. P. Aggarwal.

    7

    M. Sc. Engineering Physics

    Semester I

    Subject: Chemistry (Paper Code: CH-103)

    Paper: Organic Chemistry-I

     Max. Marks: 40

     Theory: 35, sessional: 5

     Time: 3 hrs.

    Note:-

    1. Nine questions will be set in total.

    2. Question no. 1 will be compulsory and based on the conceptual aspects of the entire

    syllabus. This question may have 5 parts and the answer should be in brief but not in

    Yes/No.

    3. Four more questions are to be attempted, selecting one question out of two questions set

    from each unit. Each question may contain two or more parts. All questions will carry

    equal marks.

    Unit-I Structure and Bonding:- Localized and delocalized chemical bond, Vander Waal’s interactions,

    resonance: conditions, resonance effect and its applications, hyperconjugation, inductive effect,

    electromeric effect and their comparison.

    Unit-II Stereochemistry of Organic Compounds:- Concept of isomerism, types of isomerism - Optical isomerism- elements of symmetry, molecular chirality, enantiomers, stereogenic centre, optical

    activity, properties of enantiomers, chiral and achiral molecules with two stereogenic centres,

    diastereomers, threo and erythro diastereomers, meso compounds, resolution of enantiomers,

    inversion, retention and racemization. Relative and absolute configuration, sequence rule, R & S

    systems of nomenclature. Geomatric isomerism- determination of configuration of geometric

    isomers, E & Z systems of nomenclature. Conformational isomerism-conformational analysis of

    ethane and n-butane, conformations of cyclohexane, axial and equatorial bonds. Newman

    projection and Sawhorse formulae, Difference between configuration and conformation.

    Unit-III Mechanism of Organic Reactions:- Curved arrow notation, drawing electron movements with arrows, half-headed and double headed arrows, homolytic and heterolytic bond breaking, types of

    reagents-electrophiles and nucleophiles. Types of organic reactions, energy consideration.

    Reactive intermediates- carbocations,carbanions, free radicals, carbenes (formation, structure and

    stability).

    Unit-IV Alkanes and Cycloalkanes:- IUPAC nomenclature of branched and unbranched alkanes, the alkyl group, classification of carbon atoms in alkanes, isomerism in alkanes, sources, methods of

    formation (with special reference to Wurtz reaction, Kolbe reaction, Corey-House reaction and

    Decarboxylation of carboxylic acids), physical properties. Mechanism of free radical

    halogenations of alkanes: reactivity and selectivity. Cycloalkanes-nomenclature, synthesis of

    cycloalkanes and their derivatives, photochemical (2+2) cycloaddition reaction, dehalogenation

    of α,ω-dihalides, pyrolysis of calcium or barium salts of dicarboxylic acids, Baeyer’s strain

    theory and its limitations, theory of strainless rings.

    8 References:-

    1. Organic Chemistry by: Morrison Boyd.

    2. Advanced Organic Chemistry (vol. I & II) by: I. L. Finar.

    9

    M. Sc. Engineering Physics

    Semester I

    Subject: Mathematics (Paper Code: MT-101)

    Paper: (Engineering Mathematics-I)

     Max. Marks: 100

     Theory: 80, sessional: 20

     Time: 3 hrs. Note:-

    1. Nine questions will be set in total.

    2. Question no. 1 will be compulsory and based on the conceptual aspects of the entire

    syllabus. This question may have 5 parts and the answer should be in brief but not in

    Yes/No.

    3. Four more questions are to be attempted, selecting one question out of two questions set

    from each unit. Each question may contain two or more parts. All questions will carry

    equal marks.

    UNIT-I Applications of Differentiation : Taylor's & Maclaurin’s series, Expansion by use of known

    series, Expansion by forming a differential equation, Asymptotes, Curvature, Radius of

    Curvature for Cartesian, Parametric polar curves, Centre of curvature chord of & &

    curvature, Tracing of Cartesian & polar curves (standard curves).

    UNIT-II Partial Differentiation & its Applications : Functions of two or more variables, Partial derivatives, Total differential and differentiability, Derivatives of composite and implicit

    functions, change of variables.

    Homogeneous functions, Euler's theorem, Jacobian, Taylor's & Maclaurin's series for

    functions of two variables (without proof), Errors and approximations, Maxima-minima of

    functions of two variables, Lagrange's method of undetermined multipliers, Differentiation

    under the integral sign.

    UNIT-III Multiple Integrals and their Applications: Double integral, change of order of integration, Double integral in polar coordinates, Applications of double integral to find area enclosed by

    plane curves and volume of solids of revolution. Triple integral, volume of solids, change of

    variables, Beta and gamma functions and relationship between them.

    UNIT-IV Vector Calculus: Differentiation of vectors, scalar and vector point functions, Gradient of a

    scalar field and directional derivative, divergence and curl of a vector field and their physical

    interpretations, Del applied twice to point functions, Del applied to product of point functions.

    Integration of vectors, line integral, surface integral, volume integral, Green's, Stoke's and

    Gauss divergence theorems (without proof), and their simple applications.

    10

    REFERENCES:

    1. Advanced Engineering Mathematics: F. Kreyszig.

    2. Higher Engineering Mathematics: B.S. Grewal. 3. Engineering Mathematics Part-I: S.S. Sastry.

    4. Differential and Integral Calculus: Piskunov.

    5. Advanced Engineering Mathematics: R.K. Jain and S.R.K. Iyengar

    6. Advanced Engg. Mathematics: Michael D. Greenberg

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