NIT Srinagar 2nd Sem Syllabus

Hello sir I am student of B.tech second sem of National Institute of Technology, Srinagar now I am looking for the 2nd Sem Syllabus of B.tech so would you please provide me Syllabus of B.tech 2nd Sem of NIT Srinagar??

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National Institute of Technology, Srinagar was established in 1960, it is a nationally reputed technical (Engineering) institute……

Syllabus:

SECOND SEMESTER
GROUP-A
Course Name
Code
MA-102 Mathematics-II
CH-101 Chemistry
ME-102 Elements of Mechanical Engg.
HM-102 English Communication
CE-101 Environmental Science & Tech.
HM-103 Introduction to Management
IN-101 Manufacturing Processes
ME-103 Mechanical Engineering. Lab
HM-104 English Communication Lab
CH-102 Chem Lab

GROUP-B

Course Name
Code
MA-102 Math-II
PH-101 Physics
IC/EC-101 Electrical Sciences
CS-101 Computer Programming
BT-101 Bio Sciences
HM-101 Psychology of Human Behaviour
PH-102 Physics Lab
ME-101 Engineering graphics
IC/EC-102 Electrical Science Lab
CS-102 Computer Programming Lab
NIT Srinagar B.tech 2nd Sem Syllabus
CH-101 Chemistry
Part A: Conceptual Chemistry
1. Molecular Structure and Bonding: The VSEPR model, Valence-bond theory, Molecular orbital
theory, molecular orbitals of polyatomic molecules, The molecular orbital theory of solids, Semi
conduction and Superconduction. 4
2. Redox Behavior and its Implications: Reduction Potentials, Redox stability in water, The
diagrammatic presentation of potential data, The effect of complex formation on potentials. 3
3. Chemical and Phase Equlibria: Phase diagram for single component system, Phase diagram for
mixtures, Properties of non-electrolyte solutions, Kinds of Electrodes, Concentration Cells,
Corrosion of Metals in Acids, Corrosion by oxygen, Corrosion by Metal contact, The Lead storage
cell and Fuel Cell. 5
4. Chemical Response to Photons: Laws of Photochemistry, Photo physical processes, Fluorescence
and Phosphorescence, Flash photeolysis, Photochemical reactions: Photolysis of HI, Photochemical
reaction between H2 and Br2, Photosensitized reactions and photocleavage of water. 3
5. Probes (Tools) for Structural Elucidation: Lambert Beer’s Law, Principles and applications of
U.V.Visible Molecular Absorption Spectroscopy; Chromophores, Effect of Conjugation on
Chromophores, Absorption by aromatic systems, Rotational and Vibrational Spectroscopy-
Principles and application to simple molecules, Magnetic Resonance Spectroscopy-Principles and
Application to simple molecules and Introduction to Photoelectron Spectroscopy. 5
6. Coordination Bond and its Implications: Bonding in tetrahedral and octahedral Complexes,
Applications in analytical chemistry, Biological system, Catalysis and Sandwich Compounds,
Oxygen Storage and Transport. 4
7. Thermodynamic and Kinetic Aspects of Chemical Conversion: Free Energy and its Implications
in occurrence of a Chemical Reaction, Kinetic Aspects of Occurrence of a Chemical Reaction and
Examples of Significant Chemical Reactions. 4
8. Solid State, Adsorption and Diffusion: Introduction to Solid State Chemistry, Physical and
Chemical Adsorption, Theories of Adsorption, Adsorption Isotherms, Laws of Diffusion and its
implications, Nernst Distribution Law and Solvent Extraction. 3
9. Basic Principles of Organic Synthesis: Substitution, Elimination, Addition and Rearrangement
Reactions, Reagents used in organic synthesis. 4
Part B: Chemistry in the Service of Society (Illustrative Examples and application Only)
Building and Construction Materials(1), Health and Medicine(2), Materials for Electronics(1), Material for
Transport Technology(1), Materials for Energy Devices(2), Environment-Pollution Monitoring and
Control(2) and Catalysis and catalyst Development(1).
Books Recommended
1. Shriver D F and Atkin A W, “lnorganic Chemistry” 3rd Ed., ELBS, Oxford Press, Delhi (1999).
2. Castellan G W “Physical Chemistry” 3rd Ed., Narosa (1995).
3. Morrison R T and Boy R N “Organic Chemistry”, 6th Ed., Pearson Education, New Delhi (2002).
4. Skoog D A, Holles F J and Mieman T. A., “Principles of Instrumental Analysis”, 5th Ed., Hercaurt Asia
PTE Ltd. Singapore (2001).
5. Hill J W “Chemistry for Changing times” 6th Ed., Macmillan, Canada (1995).
CH-102 Chemistry Laboratory [0 0 2 1]
1. To draw the phase diagram of lead-in binary system.
2. To study the adsorption of acetic acid on activated charcoal.
3. To verify Bear’s law for a coloured solution and to determine the concentration of a given unknown solution.
4. Determine the partition coefficient of iodine between carbon tetrachloride and water.
5. Determine the viscosity of a given liquid by Oswald’s viscometer.
6. To determine the molecular weight of a given compound by cryoscopy.
7. Isolation of caffeine from tea leaves
8. To Synthesize paracitamol and determine percentage yield of the product.
9. To synthesize Phenol and Urea formaldehyde resin.
10. Thin layer-chromatographic separations of amino acids/organic molecules.
11. Determination of ion-exchange capacity of a given ion-exchanger (cationic /Anionic).
12. Determination of COD of water sample.
13. To draw the pH-titration curve of strong acid vs strong base.
14. To determine concentration of trace metals by atomic absorption spectrophotometer.
15. An investigatory project (compulsory for all students).
MA-101 Mathematics-I [3 1 0 4]
Formation of ordinary differential equations, solution of first order differential equations by separation
of variables, homogeneous equations, exact differential equations, equations reducible to exact form by
integrating factors, equations of the first order and higher degree, Clairaut’s equation.
Linear differential equations with constant coefficients, Cauchy’s homogeneous linear equation,
Legendre’s linear equation, simultaneous linear equations with constant coefficients.
Fourier series of periodic functions, even and odd functions, half range expansions and Fourier series
of different wave forms, complex form of Fourier series and practical harmonic analysis.
Laplace transforms of various standard functions, properties of Laplace transforms and inverse Laplace
transforms, Convolution theorem, Laplace transforms of unit step function, imulse function and
periodic functions, application to solution of ordinary differential equations with constant coefficients
and simultaneous differential equations.
Z-transform and difference equations, elementary properties of z-transform, Convolution theorem,
formation of difference equations using z-transform.
Fourier transforms, Fourier integral theorem, Fourier sine, cosine integrals and transforms, Fourier
transforms of derivatives of a function, convolution theorem, Parseval’s identity.
Books Recommended:
1. E Kreyszig, “Advanced Engineering Mathematics”, 8th Ed., John Wiley, Singapore (2001).
2. R K Jain and S R K lyengar, “Advanced Engineering Mathematics”, 2nd Ed., Narosa Publishing
House, New Delhi (2003).
3. B S Grewal, “Higher Engineering mathematics”, Thirty-fifth edition, Khanna Publishers, Delhi
MA-102 Mathematics-II [3 1 0 4]
Linear dependence of vectors and rank of matrices, linear transformations and inverse of matrices,
reduction to normal form, bilinear form and quadratic form, consistency and solution of linear
algebraic system of equations, eigen values, eigen vectors and their applications to system of ordinary
differential equations, Cayley Hamilton theorem, orthogonal, unitary, hermitian and similar matrices.
Differential calculus of functions of several variables, partial differentiation, homogeneous functions
and Euler’s theorem, Taylor’s and Maclaurin’s series, Taylor’s theorem for functions of two variables,
functions of several variables, Lagrange’s method of multipliers.
Double and triple integrals, change of order of integration, change of variables, applications to
evaluation of area, surface area and volume.
Scalar, and vector fields, differentiation of vectors, velocity and acceleration, vector differential
operators Del, Gradient, Divergence and Curl and their physical interpretations, formulae involving
these operators, line, surface and volume integrals, solenoidal and irrotational vectors, Green’s
theorem, Gauss divergence theorem, Stoke’s theorem and their applications.
Formulation and classification of partial differential equations, solution of first order linear equations,
standard forms of non-linear equations, Charpit’s method, linear equations with constant coefficients,
non-homogenous linear equations, Monge’s method for non-homogenous equations of second order,
separation of variables method for solution of heat, wave and Laplace equation.
Books Recommended:
1. E Kreyszig, “Advanced Engineering Mathematics”, 8th Ed., John Wiley,Singapore (2001).
2. R K Jain and S R K lyengar, “Advanced Engineering Mathematics”, 2nd Ed., Narosa
Publishing House, New Delhi (2003).
3. I A N Sneddon, “Elements of Partial Differential Equations”, Tata McGraw Hill, Delhi
(1974).
4. B S Grewal, “Higher Engineering Mathematics”, Thirty-fifth edition, Khanna Publishers,
Delhi.
PH-101 PHYSICS (3 1 0 4)
1. Electrostatics: Gradient of a scalar, divergence and curl of a vector, Gauss’s law and its applications;
electric potential and electric field (in vector form); potential due to a monopole, dipole and multipoles
(multipole expansion); work and energy in electrostatics; dielectrics; polarization, electric displacement,
susceptibility & permittivity, Clausius Mossotti equation.
(08 Lectures)
2. Magnetostatics and Electrodynamics: Lorentz Force Law; magnetic field of a steady current (Biot –
Savart law); ampere’s law and its applications; ampere’s law in magnetized materials; electromotive
force; Faraday’s law; maxwell’s Equations, Wave Equation.
(06 Lecturer)
3. Lasers: Spontaneous and stimulated emission; Elnstein’s coefficients, population inversion and optical
pumping; three and four-level lasers; Ruby, He-Ne, Nd: Yag, CO2, semiconductor lasers. Industrial and
medical applications of lasers.
(08 Lecturer)
4. Theory of Relativity: Invariance of an equation and concept of ether; Micheison Morley experiment;
Einstein’s postulates and Lorentz transformation equations, length, time and simultaneity in relativity;
addition of velocity, variation of mass with velocity, mass-energy relation, energy-momentum relation.
(08 Lecturer)
5. Quantum Theory: The Compton effect; matter waves; group and phase velocities, Uncertainty
principle and its application; time independent and time dependent Schrödinger wave equation; Eigen
values and Eigen functions; Born’s interpretation and normalization of wave function, orthogonal wave
functions; applications of Schrödinger wave equation (particle in a box and harmonic oscillator).
(09 Lecturer)
6. Radioactivity: Radioactive Decay, Half-Life, Radiometric Dating, Radioactive Series, Alpha Decay
Beta Decay, Gamma Decay, Radiation Hazards, Uses of Radio-Isotopes. Nuclear Fission, Nuclear
Fusion, Nuclear reactions, Laws of nuclear reactions, Nuclear energy. Different types of nuclear
reactors.
(09 Lecturer)
Text Books:
1. Griffiths, D “Introduction to Electrodynamics” 2nd Ed., Prentice Hall of India, New Delhi (1998).
2. Thyagarajan, K and Ghatak A.K., “Lasers, - Theroy and Applications”, Macmilan India Ltd., New
Delhi, (2000).
3. Beiser, “Perspective of Modem Physics” 5th Ed., McGraw Hill KOGAKUSHA Ltd., New Delhi, (2002).
Reference Books:
1. Arya, A.P. “Elementary Modem Physics” Addison –Wesley, Singapore, 1974.
2. Mani, H.S. and Mehta G.K. “Introduction to Modem Physics”, Affiliated East West Press, New Delhi,
1991.
3. Milonni P.W and Joseph Eberly J.H. “Lasers” John Wiley and Sons, Singapore, 1991.
PH-102 PHYSICS LABORATORY (0 0 2 1)
LIST OF EXPERIMENTS
1. To verify the laws of vibrating strings by Melde’s experiment that is to show that =
λ
T
2
constant.
2. To determine the frequency of AC Mains by using a sonometer and an electro-magnet.
3. To determine the impedance of A.C. Circuits.
4. To study the characteristics of PN diode and Zener diode.
5. To find out the intensity response of a solar cell/Photo diode.
6. To analyze the suitability of a given Zener diode as a power regulator.
7. To determine the band gap of a semiconductor.
8. To determine the Refractive index of the Prism material using spectrometer.
9. To determine the wavelength using Fresnel’s Biprism/Diffraction grating.
10. To determine the wavelength of sodium light using Newton’s ring method.
11. To determine the specific rotation of sugar using Laurent’s half-shade polari meter.
12. To determine the velocity of ultrasonic waves in liquids.
13. To study the effect of voltmeter resistance on voltage measurement.
14. To study the variation of magnetic field with distance along the axis of a circular coil carrying
current and its estimate the radius of the coil.
15. To determine the Laser Parameters like divergence, wavelength etc. for a given laser source.
Recommended Books:
1. Dr. R.S. Sirohi, Practical Physics, Wiley Eastern, New Delhi.
CE- 101 Environmental Science and Technology [2 0 0 ]
Population scenario, Urbanization, Income distribution. Natural resource utilization, Pattern of growth, Quality
degradation, Limits to grow, Sustainable development. Environmental issues in Industry: Pollution and control,
Recycled systems, Environmentally friendly technology, economics of environmental technology, Hazardous
wastes. Global warming: Green house gases, impact of global warming, Remedial measures, Global convention.
Thinning Ozone Layer: Causes, Health risks, Preventive measures. Oceans, Coastal areas: Ocean’s role in
hydrologic cycle and weather, Productivity of coastal zone, High seas, resources, Sustainability. Environmental
issues in forest management, Water pollution, Treatment /purification of water, Water standard for Drinking.
CS – 101 Computer Programming [2 0 0]
Introduction: Computer system, Software and hardware concepts. Introduction to word processor and system
software’s viz. MS Office.
Major elements of C++ program, Declarations of Variables, Body of Statements and functions, Identifiers,
Keywords, Data types, Variables, Expressions, Statements, Type Conversions, Operators, Arithmetic operators,
Unary operators, Binary operators, Char type, Cast operator, Precedence and Associatively of operations,
Change of Precedence, Assignment operators, Bitwise operators, Shift operators, Relational operators, Loops,
For loop and it’s variants, While loop, do-while loop, if statement, if else statement, Switch function, Ternary
operators, Logical operators, Break function, Continue function, Null statement, Goto Function.
Defining a function, Types of structure declarations, User defined data types, Nested structure declaration,
Initialization of structure, processing structures with initialized values, Processing Enumeration data type,
Unions.
Function prototypes, Passing arguments to a function, Passing arguments by value, Returning value,
Specifying arguments by data types, Passing arguments by reference, References, Passing arguments to a
function by reference, function Overloading, Inline functions, Recursion, Storage classes and scope.
Class, objects, Data Abstraction, Data Hiding, Encapsulation, C++ objects as data types, Scope resolution
operator, Public and private member functions, Nesting of member functions, Friend functions, Constructors,
Destructors, Static data members static member functions.
Array and Operator overloading: Array, Operations on Arrays, Multi-Dimensional Array, Array as Class
member Data, Use of Arrays with a class, Array of objects, Operator overloading, Overloading Unary operators,
Multiple overloading, and Overloading Binary operators.
Inheritance: Base class, Derived class, Visibility modes, Derivation and friendship, Types of Inheritance,
Containership, Virtual functions Binding, Pure Virtual functions, Abstract class, Pointers, Accessing the
pointer’s object, Pointers and arrays, Operations on Pointers, Pointers and functions, structures and pointers,
pointer to objects, this pointer.
Stream class: hierarchy, Stream classes, String I/O, Reading and Writing strings Character I/O, File Pointers,
Random Access, Redirection, Command line arguments Printer output, Overloading extraction and insertion
operators, File updating.
Books Recommended
1. Bjarne Stroustrup, “C++ Programming Language”, 3rd edition, Pearson Education Asia, (1997)
2. Lafore R, “Object Oriented Programming in C++”, 4th Ed., Techmedia, New Delhi (2002).
3. Yashwant Kenetkar, “Let Us C++”, 1st Ed. BPB Publication, New Delhi (1999).
4. Sourav Sahay, “Object Oriented Programming with C++”, 1st Ed., Oxford University Press (2006)
5. B. A. Forouzan and R. F. Gilberg, Complier Science, “A Structured approach using C++,” Cengage
Learning, New Delhi.

Contact detail;
National Institute of Technology
Hazratbal Rd
Hazaratbal
Srinagar, Jammu and Kashmir 190006

Map;
[MAP]National Institute of Technology Srinagar, Jammu and Kashmir[/MAP]
Rest of the syllabus here I am attaching pdf file which is free for download…