Ten Semester Five Year
B.Tech-M.Tech Dual Degree
in
Converging Technologies
Syllabus
For
Batch III : 2008-2013
Center for Converging Technologies
First Semester Syllabus
First Semester
# Type Subject Code Description Credit
101 Thy PH-01 General Physics: Properties of Matter, 3 Thermal Physics and Optics
102 Thy CH-01 Physical Chemistry 3
103 Thy CS-01 Programming Language: Fundamentals and 3 Applications
104 Thy MT-01 Calculus and Vector Calculus 3
105 Thy BS-01 Biochemistry 3
106 Thy BS-02 Genetics and Evolutionary Biology 3
107 Thy CN-01 Human Behaviour and Basic Psychological 3 Processes
108 Thy GS-01 Basic Rules of Nature 2
109 Thy SK-01 Communication Skill – 1 2
110 Thy AD-01A Mathematics/Biology (Remedial) 2
AD-01B
111 Lab PHL-01 Physics Lab - I 4
112 Lab CHL-01 Chemistry Lab – I 4
113 Lab BSL-01 Biochemistry & Genetics 4
114 Lab CSL-01 Programming in C 4
Theory Paper Paper 101
COURSE PH-01: General Physics: Properties of Matter, Thermal Physics and Optics
Properties of Matter:
Microscopic Considerations: Rough calculation of molecular size and interatomic distance; Forces holding atoms in condensed matter; Short-range and long-range interatomic forces. (4)
General features of the interatomic potential-energy curve: energy depth; equilibrium interatomic distance; slope of the repulsive part of the curve; shape of the curve near its minimum; bulk modulus and the harmonic part of the curve; atomic vibrations and the harmonic part; speed of sound and the harmonic part; anharmonic part of the curve - thermal expansion. (4)
Introductory Structure of Single Crystals: Cubic lattice system and Bravais lattices (sc, bcc, fcc); crystal structure; Rock-salt and diamond structures; Lattice defect and diffusion, mechanical properties and characterization, strain hardening and annealing, solidification process and phase diagram. (5)
Qualitative discussion of ferrous alloy, non ferrous alloy, ceramic, polymer, composite materials, properties of electrical, magnetic and optic, thermal materials, material protection from degradation and failures. (4)
Thermal Physics:
Concept of thermodynamic state, extensive and intensive variables; heat and work, internal energy function and the first law of thermodynamics; fundamental relation and equations of state; concepts of entropy and temperature as conjugate pair of variables; second law of thermodynamics, entropy maximum and energy minimum principles; thermodynamic potentials: enthalpy, Helmholtz potential, Gibbs potential; conditions of equilibrium, concepts of stable, meta-stable and unstable equilibrium; components and phases, Gibbs-Duhem relations; first- order phase transitions and Clausius-Clapeyron equation. (10) Optics: Diffraction of light : Fresnels half period zones, explanation of rectilinear propagation of light, zone plate, Fresnels diffraction at a straight edge, Fresnels diffraction at a circular aperture, Fraunhoffer diffraction. (4) Resolving Power : Geometrical and spectral resolution, distinction between magnification and resolution, Rayleigh’s criterion for the limit of resolution, resolving power of plane diffraction grating, resolving power of a prism. (4) Polarization of light : Concept of polarization, polarization by reflection, Brewster’s law, polarization by refraction, pile of plates, double refraction, Huygens explanation of double refraction through uniaxial crystals, Nicol prism, phase retardation plates, elliptically and circularly polarized light, detection of plane, elliptically and circularly polarized light, optical rotation - laws of rotation of plane of polarization. (5)
Laser system : Spontaneous & stimulated emission, absorption, Einstein coefficients(only definitions), population inversion, optical & electrical pumping , cavity resonators, properties of lasers, Ruby laser, Helium- Neon laser,uses of laser, idea of holography(qualitative treatment only). (3)
Optical fibers : Structure and types of fibers, fiber optic communication system. (3)
Recommended Books: i Elements of Properties of Matter by D.S. Mathur ii Fundamental University Physics, Alonso & Finn. iii Berkley Physics Course Vol 1 & Vol. 3 iv Thermodynamics and Statistical Physics by F. Reif. v Thermodynamics and Statistical Physics-S. Lokanathan and D.P. Khandelwal. vi Thermodynamics, Kinetic, Theory of Gases and Statistical Mechanics-Sears. vii Optics by Ajoy Ghatak viii Optics by D.P. Khandelwal
Theory Paper Paper 102 COURSE CH-01: Physical Chemistry
Gaseous and Liquid State (9)
Postulates of kinetic theory of gases, deviation from ideal behaviour, van der Waals equation of state.
Critical Phenomena: PV isotherm of real gases, continuity of states, the isotherm of van der Waals equation, relationship between critical constants and van der Waals constants, the law of corresponding states, reduced equation of state.
Molecular Velocities: Root mean square, average and most probable velocities. Qualitative discussion of the Maxwell’s distribution of molecular velocities, collision number, mean free path and collision diameter. Liquefaction of gases (based on Joule-Thomson effect).
Intermolecular forces, structure of liquid (a qualitative description), structural differences between solids, liquid and gases.
Liquid Crystals: Differences between liquid crystals, solid and liquid. Classification, structure of nematic and cholestric phases. Thermography and segment cell.
Solid State (9)
Definition of space lattice, unit cell. Laws of crystallography- (i) Laws of constancy of inter facial angles, (ii) Law of rationality of indices, (iii) Law of symmetry, Symmetry elements in crystal. X-ray diffraction by crystals. Derivation of Braggs equation. Determination of crystal structure of NaCl, KCl and CsCl (Laue’s method and powder method).
Colloidal State, Chemical and Phase Equilibrium (9)
Colloidal State: Definition of colloids, Classification, preparation and properties, inhibition, general applications of colloids, Surfactants, micelles and their classification, critical micelle concentration (CMC). Method of determination of CMC
Chemical Equilibrium : Law of Mass action, Le Chatelier principle, applications of law of mass action (decomposition of PCl 5, N 2O5, Hydrolysis of CH 3COONa) and Le Chatelier principle (formation of NH 3, N 2 + 3H 2 2NH 3), etc.
Phase Equilibrium : Phase rule, explanation of terms phase, component, constituent and degrees of freedom, one component system- water and sulphur. Restricted phase rule, condensed systems, two component system-lead and silver system.
Chemical Kinetics and Catalysis: (10)
Chemical Kinetics and its scope, rate of a reaction, factors influencing the rate of a reaction on concentration, temperature, pressure, solvent, light, catalyst.
Concentration dependence of rates, mathematical characteristics of simple Chemical reaction-zero order, first order, second order, pseudo order, half life and mean life. Determination of the order of reaction-differential method, method of integration, method of half life period and isolation method. Radioactive decay as first order phenomenon. Experimental methods of chemical kinetics; conductometric, potentiometric, optical methods and spectrophotometry.
Theories of chemical kinetics: Effect of temperature on rate of reaction, Arrhenius equation, concept of activation energy.
Simple collision theory based on hard sphere model, transition state theory (equilibrium hypothesis). Expression for the rate constant based on equilibrium constant and thermodynamic aspects.
Catalysis: Characteristics of catalyzed reactions, classification of catalysis, miscellaneous examples.
Electrochemistry (8)
Cell diagrams, the Daniel cell, and galvanic cell, Gibb’s energy and cell potential. The Nerst Equation, the single electrode potential. The temperature dependence of cell potential. Kinds of electrodes, equilibrium constant from standard half cell potentials. Significance of half cell determination of activity and activity coefficients from cell potentials, Concentration cells (with and without transference).
Books Recommended :
1. Physical Chemistry by Glasstone.
2. Element of Physical Chemistry by Lewis & Glasstone.
3. Chemical Kinetics by K.J. Laidler.
4. Chemical Kinetics by Frost and Pearson.
5. Physical Chemistry by Kestlan.
Theory Paper Paper 103
COURSE CS-01 : Programming Language Fundamentals and Applications
What is IT, Information systems, Data and Information, IT in Business and Industry, IT in home and play, IT in education and training IT in entertainment and the Arts, IT in Science, Engg. and Maths Personal, social and ethical issues in IT. (4) Basic concepts of programming languages: Programming domains, language evaluation criterion and language categories, evolution of the major programming languages . Describing Syntax and Semantics, formal methods of describing syntax, recursive descent parsing, attribute grammars, dynamic semantics. (5) Names, Variables, Binding, Type checking, Scope and lifetime data types, array types, record types, union types, set types and pointer types, arithmetic expressions, type conversions, relational and Boolean expressions, assignment statements, mixed mode assignment. (6) Statement level control structures, compound statements, selection statement, iterative statements, unconditional branching, guarded commands. (4) Subprogram, fundamentals of subprogram, design issues, parameter passing methods, overloaded subprograms, generic subprograms, separate and independent compilation, design issues for functions, accessing nonlocal environment, user defined overloaded operators, coroutines, implementing subprograms, blocks, implementing dynamic scooping. (10) Programming in C: Character set, variables and constants, keywords, Instructions, assignment statements, arithmetic expression, comment statements, simple input and output, Boolean expressions, Relational operators, logical operators, control structures, decision control structure, loop control structure, case control structure, functions, subroutines, scope and lifetime of identifiers, parameter passing mechanism, arrays and strings, structures, array of structures, Console Input and Output functions, Disk I/O functions, Interaction with hardware, Interrupts and Interrupt Vector table, Unions of structures, operations on bits, usage of enumerated data types. Bit-fields, Pointers to Function, Function returning Pointers, Graphics in C. (16)
Recommended reference books: 1 Robert W. Sebesta: Concepts of Programming Language, Addison Wesley, Pearson Education Asia, 1999. 2 Ramon A. Mata-Toledo and Pauline K. Cushman: Introduction to Computer Science, McGraw Hill International Edition. 3 D. Appleby and J J Vande Kopple: Programming Languages, Tata McGraw Hill, India. 4 Deitel and Deitel: How to Program C, Addison Wesley, Pearson Education Asia, 1999. 5 Bryon Gottfried, Programming with C, McGraw Hill International.
Theory Paper Paper 104 COURSE MT-01: Calculus and Vector Calculus
Differential Calculus (i) Derivative: Higher order derivatives of some standard functions, Leibnitz Theorem. (2) (ii) Mean Value Theorem: Rolles Theorem, Lagrange’s Mean Value Theorem, Cauchy’s Mean Value Theorem , Taylor’s Theorem-Statement, proof and some standard examples. (3) (iii) Curvature: Definition, radius of curvature, centre of curvature, circle of curvature, chord of curvature, curvature at the origin. (3) (iv) Partial Differentiation: Partial differential coefficients, Euler’s theorem on homogeneous functions, Total differential coefficients, Differentiation of implicit functions. (4) (v) Envelopes and Evolutes: Envelope, Evolute (Definition and some standard examples). (1) (vi) Maxima and Minima : Definition, working rule for finding maxima and minima, Applications, Maxima and minima of functions of two variables, Lagrange’s method of undetermined multipliers. (4) (vii) Asymptotes : Definition, asymptotes of the curve y = f (x), Asymptotes by inspection, working rule for finding the asymptotes, Intersection of the curve and its asymptotes, Asymptotes of polar curve. (4) (viii) Curve Tracing: Curve Tracing, Procedure of tracing the curve with polar and parametric equations (5)
Integral Calculus (i) Gamma and Beta functions : Gamma function, Beta function, Relation between Beta and Gamma functions, Duplication formula. (2) (ii) Double and Triple Integrals : Double integral, change of order of integration, Triple integral, Dirichlet’s integral, Liouville’s extension of Dirichlet’s integral. (3) (iii) Area of plane curves (Quadrature): Area between two Cartesian curves, applications of double integrals, volume under surface by double integration, Area of closed curves. (3) (iv) Length of Plane curves (Rectification) : Length of curves, Intrinsic equation of a curve. (2) (v) Volumes and surfaces of solids of Revolution: Volume of solid of revolution, Surface of solid of revolution, Theorems of Pappus, Applications of triple integral. (3) Vector Calculus Scalar point function, vector point function, Differentiation and integration of vector point functions, Directional derivative, Differential Operators (Gradient, Divergence and Curl). Theorems of Gauss, Stokes and Green’s (without pro of) and problem based on these theorems. (6)
Reference Books: 1 N. Piscunov Differential and Integral calculus, Peace Publishers, Moscow. 2 Gorakh Prasad, Differential Calculus, Pothishala Pvt. Ltd., Allahabad. 3 Gorakh Prasad, Integral Calculus, Pothishala Pvt. Ltd., Allahabad. 4 Murrary R. Spiegel, Vector Analysis, Schaum Pub. Co., New York. 5 Shanti Narayan, A Text book of vector calculus, S. Chand & Co. New Delhi.
Theory Paper Paper 105
COURSE BS-01 Biochemistry
1. The Foundations of Biochemistry (1) Cellular foundations, Chemical foundations, Physical foundations, Genetic foundations, and Evolutionary foundations 2. Structure and Catalysis • Water: Weak interactions in aqueous systems, ionization of water, weak acids and weak bases, Buffering against pH change, (1) • Amino Acids and Proteins: Amino acids, Lambert-Beer’s law, peptides & proteins, covalent structure of proteins, protein sequences & evolution (2) • The Three-Dimensional Structure of Proteins: Overview of protein structure, secondary structure, tertiary & quaternary structure (2) • Carbohydrates: Monosaccharide, disaccharides & polysaccharides, glycoconjugates (2) • Lipids: Storage lipids, structural lipids, lipids as signals, cofactors & Pigments (2) 3. Bioenergetics and Metabolism • Principles of Bioenergetics: Bioenergetics & thermodynamics, phosphoryl group transfers & ATP, biological oxidation-reduction reactions (3) • Glycolysis: Pathway, fate of pyruvate (3) • The Citric Acid Cycle: Acetyl CoA , reactions of Citric Acid cycle, regulation (3) • Enzymes: Introduction, Kinetics, Michalis3-Menten Equation, Regulatory enzymes, Examples of enzymatic reactions (3) • Amino Acid Oxidation: Metabolic fates of amino groups, urea cycle, amino acid Degradation (2) • Oxidative Phosphorylation: Electron transport chain in mitochondria, ATP synthesis regulation of oxidative phosphorylation (2) • Photophosphorylation: Photosynthesis, ATP synthesis by Photophosphorylation (3) • Carbohydrate Biosynthesis in Plants and Bacteria: Photorespiration, C4, CAM pathways, biosynthesis of starch & sucrose, cellulose, Peptidoglycan (3) • Lipid Biosynthesis: Biosynthesis of fatty acids, triacylglycerols, membrane phospholipids. (3) • Fatty Acid catabolism: Digestion, Mobilisation & transport, oxidation, ketone bodies (3) • Biosynthesis of Amino Acids: Nitrogen metabolism, biosynthesis of Amino acids (3) • Secondary Metabolites: General Introduction (1)
Text Book: 1. Lehninger’s Principles of Biochemistry by Nelson and Cox. 4th edition, W.H. Freeman and Company. Reference Books: 1. Jeremy M. Berg, John L. Tymoczko and Lubert Stryer, Biochemistry 5 th edition. W.H. Freeman and Company. 2. Donald Voet and Judith G. Voet, Biochemistry 3rd edition. John and Wiley Sons’ Inc.
Theory Paper Paper 106
COURSE BS-02: Genetics & Molecular Biology
1. Introduction to Genetics (2) • Importance • Role in Biology • Brief history • Model organisms 2. Basic Principles of Heredity (4) • Mendel’s Experiments o Monohybrid Cross o Dihybrid Cross o Multiple Loci Cross 3. Sex Determination and Sex-Linked Characteristics (2) • Sex determination • Sex linked characteristics • X-linked color blindness • Dosage compensation 4. Linkage, recombination and Eukaryotic Gene Mapping (2) • Linkage and recombination between two genes • Linkage and recombination between three genes • Physical chromosome mapping 5. Bacterial and Viral Genetics (4) • Bacterial genetics • Viral genetics 6. Chromosome Variation and mutation (4) • Chromosome morphology • Chromosome rearrangements • Aneuploidy • Polyploidy • Nature of mutation, causes of mutation, study of mutation 7. DNA: The Chemical Nature of The gene (2) • The molecular basis of heredity • Structure of DNA • Special structures in DNA 8. Chromosome Structure and Transposable Gene Elements (2) • The prokaryotic and eukaryotic chromosome • Variation in eukaryotic DNA sequence • The nature of Transposable Elements • The structure of Transposable Elements 9. Extensions and Modifications of Basic Principles (6) • Birth weight and Genomic Imprinting • Dominance Revisited • Penetrance and Expressivity • Lethal Alleles • Multiple Alleles o Duck-Feather patterns o ABO blood groups • Gene Interaction o Gene interaction that produce novel phenotypes o Gene interaction with epistatis o The complex genetics of coat color in dogs o Complementation • Interaction between Sex and Heredity o Sex-influenced and sex limited characteristics o Cytoplasmic Inheritance o Genetic maternal effect o Genomic imprinting 10. Population and Evolutionary Genetics (2) • Genetic variation • The Hardy Weinberg law • Nonrandom mating • Changes in allelic frequencies 11. DNA Metabolism (4) • DNA Replication:Fundamentals of DNA Replication • DNA synthesis by DNA Polymerase • Types of DNA Polymerase • DNA Replication in Prokaryotes – E.coli • DNA replication in Eukaryotes • DNA Repair o Types of Mutations o DNA Repair system o Types of DNA Repair 12. RNA Metabolism (5) DNA-Dependent Synthesis of RNA • RNA synthesis by RNA Polymerases • Mechanism of Transcription in Prokaryotes • Regulation of Transcription • Termination of Transcription • Transcription in Eukaryotes • Types of DNA Polymerases in Eukaryotes • RNA Processing o Types of RNA Processing o Intron Splicing RNA- dependent Synthesis of RNA and DNA • Reverse Transcription • Role of Retroviruses in Cancer and AIDS • Transposons • Telomerases • RNA synthesis and Biochemical Evolution 13. Protein Metabolism (5) • The Genetic Code • Wobble Hypothesis • Site of Protein Synthesis • Initiation, Elongation and Termination of Protein Synthesis • Post Transcriptional Modification • Protein Folding • Protein Processing • Site of Protein Modification • Protein Targeting and Degradation 14. Regulations of Gene Expression (2) • Principles of Gene Regulation • The Lac Operon- Negative and Positive Regulation of Lac–Operon • DNA Binding Proteins • Transcription Attenuation and Gene Regulation • Regulation of Gene Expression in Prokaryotes • Regulation of Gene Expression in Eukaryotes • Gene Silencing Text Books: 1. Genetics A Conceptual Approach, 2nd edition – Benjamin A. Pierce 2. Lehninger’s principal of Biochemistry 4th edition -Nelson & Cox Reference Books: 1. Principals of Genetics – Gardner 2. Molecular cell biology, 5th edition - Lodish, Berk, Mastudaira
Theory Paper Paper107
COURSE CN-01: Human Behavior and Basic Psychological Processes
UNIT-I
1 Introduction: Definition and scope of Psychology, Approaches: Biological, Psychodynamic, Behaviorist, Cognitive and humanistic Methods; Experiment: Observation, Interview, Questionnaire and others.
2 Biological bases of behavior: Genes and Behaviour, Hormones and glands, Central Nervous system, Peripheral Nervous system and Autonomic Nervous systems. Cerebral hemispheres, Localization of brain functions. The neuron, neuronal physiology and neurotransmitters. (6)
UNIT-II
1 Mental health and ageing: Brief history of mental health and ageing, stress, disease and ageing, personality and ageing, physiology of ageing. (6)
UNIT-III
1. Learning: Definition, Classical and Operant conditioning. Basic processes: Extinction, Reinforcement, Generalization and Discrimination. Physiological basis of learning.
2. Memory and forgetting : Encoding, Storage and Retrieval processes, Short term and Long term memory, Information processing, Forgetting, Motivated forgetting and Amnesia. Neuro- physiological aspect of memory. (6)
UNIT-IV
1. Motivation and emotion: Meaning of motivation, biogenic and sociogenic motives, the need hierarchy model. Definition of emotion, development, expression and control. Physiological correlates of motivation and emotion.
2. Intelligence: Definition. Genetic, environmental and cross-cultural influences. Multiple intelligence, artificial intelligence and creativity. (6)
UNIT-V
1. Basics of Psychopathology: The concept of normality and abnormality. Causes: Biological, Psycho-social and Socio-cultural. Brief outline of major Psycho-pathologies. 2. Environment and behavior: Effect of behavior on environment: Perception, preferences and awareness of environment. Effects of environment on behaviour: Noise pollution, chemical pollution, crowding and personal space.
3. Sensory and perceptual processes: Sensation, attention and perception: Physiological basis of learning. (6)
Reference Books/material
1. Baron, R.A. (1995). Psychology: The Essential Science. New York: Allyn and Bacon.
2. Zimbardo, P.G. And Weber, A.L. (1997), Psychology, New York: Harper and Colins.
3. Lamm, A. (1997). Introduction to Psychopathology. New York: Sage.
4. Buss, A.II. (1999). Psychopathology. New York: John Wiley.
Theory Paper Paper 108
COURSE GS01:The Basic Rules of Nature and Origin of Life
The Basic Rules of Nature (Informative only) (15) Role of basic science in technology and everyday life. Natural philosophy, Concept of space, time and motion; matter and energy; particles and waves, force, gravitation, fields and interactions, fundamental interactions and their role in nature, inadequacy of classical description. Advent of quantum mechanics, uncertainty and realism. New concept of space and time in special and general relativity. Building blocks of matter, harnessing nuclear energy, energy sources in nature. Descriptions of the basic behavior of matter on microscopic scales (inner space) quarks and leptons;and on scales characteristic of the universe as a whole (outer space). Structure of universe and big bang theory, cosmic microwave background radiation, dark matter and dark energy. Informative discussion of higher dimension space and time, string theory. Origin of Life (5) 1 Theories of Spontaneous generation of Life 2 Theories of the continuity of Life 3 Theories of the origin of life at some distant period of earth’s existence 4 Primary forms of Carbon and Nitrogen compounds 5 The Archaeology of genome 6 Origin of Organic compounds, primary proteins 7 Origin of primary colloidal system 8 Origin of primary organisms 9 Further evolution of primary organisms Molecular Evolution Gene: Organization, Function and Evolution – Levels of genetic organization, Genetic code, structure of gene, multigene families, functioning of gene (DNA replication, protein synthesis, mutation, recombination), genome organization and evolution (different in genome size of species, evolution of multigene families, non coding repetitive DNA sequences) (5) Genes in Population: Fundamentals of population genetics (Genetic variation, Hardy- Weinberg’s Law), forces which change allelic frequencies (mutation and recombination, natural selection, genetic drift, changes in population size, population sub-division, non-random mating, gene flow, genetic changes in quantitative character, genetics and speciation, gene genealogies and coalescent process. (5)
Theory Paper Paper 109
COURSE SK01: Communication Skills -1
COMMUNICATION AS A TOOL: Exploring the relationship between communication and job performance, Raising the quality and effectiveness of contact with colleagues, Using good communication to achieve excellent customer service, Identifying what you can give and receive in vital relationships. (2) GETTING YOUR MESSAGE ACROSS EFFECTIVELY: Laying the groundwork - Communicating with greater clarity and directness, Identifying perceptual filters in communication, Breaking old habits. (2) RECOGNIZING AND DEFUSING DEFENSIVE REACTIONS: Avoiding disempowering communication, Adjusting delivery based upon the listener's body language, employing language that builds authority and credibility, Dealing constructively with anger, overcoming personal challenges. (3) THE IMPORTANCE OF COMMUNICATION STYLES: Impact on interactions Techniques for determining the styles of others Concrete methods for bridging each of the communication styles (4) DISCUSSING TECHNICAL TOPICS WITH A NON-TECHNICAL AUDIENCE: Jargon: when it can be used safely and when it should be avoided; Matching communication styles to preferred levels of technical detail. (5) COMMUNICATING ACROSS CULTURAL BOUNDARIES: Developing greater sensitivity to cultural differences; Avoiding potential cross-cultural pitfalls. (2) THE ART OF LISTENING: Active listening; Proven techniques for effective listening; Verifying comprehension via feedback; Differentiating between "emotional content" and message content; Overcoming non-listening habits; Lending precision to listening; Verbal impact; Intonation; Rate of speech, Gestures, Facial expressions, Posture, Use of space, Dress, Eye contact, Listening to the whole message. (4) THE CUSTOMER SERVICE PARADIGM: Considering everyone your customer, Methods for focusing on what is essential and important, Techniques for developing an exchange of views with end users and others, Establishing greater value for customers, Techniques for adding value, Communicating cross-culturally, Avoiding an unproductive discussion. (4) DEVELOPING AND MAINTAINING OPEN CHANNELS OF COMMUNICATION: Uncovering hidden assumptions, Identifying appropriate levels of disclosure, Tips for validating effective communication; Reading between the lines, The impact of openness on relationships, Options for developing greater openness in your work relationships, Straight talk vs. tact in establishing openness. (4) Recommended Books: 1. Messages: The Communication Skills Bookby Matthew McKay , Martha Davis , Patrick Fanning. 2. People Skills: How to Assert Yourself, Listen to Others, and Resolve Conflicts by Robert Bolton
Theory Paper Paper110A COURSE AD-01: Mathematics (i) Sets and Functions: Sets and their representations, types of sets, Domain, Co-domain and range, Functions, Types of functions Composition of functions. (ii) Complex Numbers: Definition, Parts of a complex number, complex conjugate, Representation of a complex number in a plane, Modulus and Argument of a complex number, Algebra of complex numbers, Triangle inequlity, Polar representation of a complex number square roof of a complex number, Cube root of unity. (2) (iii) Sequences and Series: Sequences, Finite and infinite sequences, Arithmetic Progression(AP)-nth term, Sum of terms of an AP, Arithmetic mean (AM) Geometric progression (GP)-nth term, sum of n terms and infinite terms of a G P, Gemometric mean (GM), Harmonic Progression(HP)-nth terms, Harmonic mean (HM). Relation between AM, GM and HM. Arithmetico-geometric series-sum to n terms and sum of infinte arithmetico-Geometric Series. To find ∑n, ∑n²,∑n³. Sum of infinite series, Exponential function, Logarithmic function, Infinite series for loge (1+x) and loge (1-x). (iv) Permutation and Combination: Fundamental principle of counting, Factorial rotation, Permutation as an arrangement, meaning of P (n,r).Combination-meaning of C(n,r), Applications of permutation and combinations. (2) (v) Binomial Theorem Statement and proof of Binomial theorem for positive integral exponent. General and middle terms in Binomial expansions. Properties of Binomial coefficients, Application of Binomial theorem. (1) (vi) Matrices and Determinants: Concept of a matrix, Types of matrices, Addition and Multiplication of matrices, Determinants of a square matrix, Properties of determinants, Applications of dteerminants. Inverse of a matrix, Consistency and in consistency of system of linear equations, Solution of linear equations in two or three variables using inverse of a matrix. (3) (vii) Integration: Indefinite integrals-integration as inverse of differentiation, Properties of integrals, Integration by substitution, partial fractions and their use in integrating rational functions. (5) Definite integrals-Definite integral as limit of a sum, Properties of definite integrals. Applications of definite integrals in finding areas bonded by a curve, Area between two curves, line and circle/parabola/ellipse. (viii) Differential Equations: Order and degree of a differential equation, General and particular solutions, Solution of differential equations by separation of variables method, Homogeneous differential equations of first order and their solutions. solution of linear differential equation dy/dx+f (x)y=Q(x) . (5) (ix) Two-dimensional Coordinate Geometry: Cantiesion system of coordinates in a plane, Distance and section formula, centroid and incentre, Area of a triangle, condition for collinearlity of three points in a plane, Slope of a line, Parallel and perpendicular lines, Intercepts of a line, Two point from, Intercept, Normal and General forms of a line. Angle between two lines, condition for concurrency of three lines, distance of a point from a line. Standard and general forms of equation of a circle, Equation of a circle when end points of a diameter are given, points of intersection of a line and circle, conditions of tangency of a line, Equations of conic sections (Parabola, Ellipse and Hyperbola) in standard form (5) 3 Three-dimensional Geometry Coordinate axes and planes in three-dimensional space. Coordinates of a point, distance between two points, section formula, direction ratios and cosines of a line joining two points. Angle between two lines. Equation of a plane, Angle between two planes, Condition of coplanarity of two lines, Equation of a sphere, its centre and radius, Diameter form of equation of a sphere. (5)
Theory Paper Paper 110B COURSE AD–010B Biology
Living World Biology and its branches; relationships with other sciences; scientific methods in Biology; historical breakthroughs; scope of Biology and career options; role of Biology in dispelling myths and misbeliefs; characters of living organisms, (elementary idea of metabolism, transfer of energy at molecular level, open and closed system, homoeostasis, growth and reproduction, adaptation, survival, death). (3) Diversity of Life Variety of living organisms; Systematics; need, history and types of classifications (artificial, natural, phylogenetic); biosystematics; bionomial nomenclature; Two kingdom system, Five kingdom system, their merits and demerits, status of bacteria and virus; botanical gardens and herbaria; zoological parks and museums. Salient features of non-chordates up to phylum level and chordates up to class level) (3) Morphology of Plants and Animals Morphology-root, system & leaf, their structure and modification; Inflorescence, flower fruit, seed and their types; Description of Poaceae, Liliaceae, Fabaceae, Solanaceae, Brassicaceae and Asteraceae. (3) Internal structure of plants– Tissues (meristematic and permanent); tissue systems; anatomy of root, stem and leaf of monocot and dicot; secondary growth. (4) Morphology of Animal– Salient features of earthworm, cockroach and rat; tissue systems, structure and function of tissue– epithelial, connective, muscular and nervous. (4)
Reproduction, Growth and Development Modes of reproduction in flowering plants– vegetative propagation (natural and artificial), significance of vegetative propagation; micropropagation; sexual reproduction– development of male and female gametophytes; pollination (types and factors); double fertilisation, incompatibility, embryo development, parthenogenesis and parthenocarpy. (3) Characteristics of Plant growth; growth regulators (phytohormones)– Auxins, gibberellins, cytokinins, ethylene, ABA; seed germination– mechanism and factors affecting germination, role of growth regulators in seed dormancy; senescence; abscission; stress factors (salt and water) and growth; plant movement– geotropism, phototropism, turgor growth movements (tropic, nastic and nutation), process of flowering–photoperiodism, vernalisation. (4) Types of reproduction– a general account (asexual and sexual); human male and female reproductive systems; Reproductive cycle in human female, gametogenesis; Fertilization– physical and chemical events; development of zygote upto 3 germinal layers and their derivatives; extra-embryonic membranes; general aspects of placenta. (4) Cellular growth– growth rate and growth curve; hormonal control of growth; mechanism and types of regeneration; ageing– cellular and extracellular changes; theories of ageing. (2)
SECOND SEMESTER SYLLABUS
Second Semester
# Type Subject Code Course Title Credit
201 Thy PH-02 Advance Mechanics and Electrodynamics 3
202 Thy CH-02 Fundamentals of Inorganic and Organic 3 Chemistry 203 Thy CS-02 Object oriented Programming 3 Methodology 204 Thy MT-02 Discrete Mathematics 3
205 Thy BS-03 Instrumentation in biology 3
206 Thy EL-01 Semiconductor electronic Devices and 3 Applications 207 Thy BS-04 Molecular Biology 3
208 Thy MT-03 Differential Equations and Boundary Value 2 Problems 209 Thy CS-03 Database Management Systems 2
210 Thy AD-02 Economic Concepts and Methods, 2 Development and Planning 211 Lab PHL-02 Physics Lab II 4
212 Lab CHL-02 Chemistry Lab II 4
213 Lab BSL-02 Cell Biology Lab 4
214 Lab CSL-02 C++ Computer Programming Lab 4
Theory Paper Paper 201
Course PH-02: Advance Mechanics and Electrodynamics
Advance Mechanics: Constraints and generalized coordinates, Calculus of variations and Lagrange's equations Small Oscillations, Hamilton's equations, Variational principles, Central forces, Collisions and scattering, Rigid body kinematics and dynamics, Canonical transformations. 9 Hrs Special Relativity: empirical evidence for the constancy of c, frames of reference; Lorentz transformations; relativity of simultaneity; twin and other paradoxes, transformation laws for velocity, momentum, energy; mass-energy equivalence; force equations, kinematics of decays and collisions. 8 Hrs Basic principles and applications of statistical mechanics, ideal quantum gases, interacting systems, theories of phase transitions, computer simulations, elementary concepts of non- equilibrium statistical mechanics. 8 Hrs Electrodynamics: Measurement of charge in motion, Invariance of charge. Electric field measured in different frames of references, field of a point charge moving with constant velocity. Force on a moving charge. Interaction between a moving charge and moving charges. 4 Hrs Ampere's circuital law with application. Ampere's law in differential from. Vector potential. Poisson's equation for vector potential, Vector potential and evaluation of B for (i) a current in an infinite solenoid (ii) outside a current carrying long straight wire (iii) inside a long straight wire carrying uniformly current. Field of any current carrying wire. 6 Hrs Transformation relations for different components of electric and magnetic fields between two inertial frames. 3 Hrs Electromagnetic Induction and Maxwell's Equation :-Faraday's law of electromagnetic induction. Differential form of Faraday's law, Mutual inductance, mutual inductance two circular loops, self inductance of a solenoid of finite length and winding thickness, self inductance of a straight conductor. Energy stored in an inductor and in the magnetic field. transient behaviors of LR circuit. Displacement current, Modified Ampere's law Maxwell's equations in differential and integral form. Maxwell's equations in material media, Boundary conditions for electric and magnetic fields at vacuum-dielectric and vacuum-metal boundaries. 7 Hrs Books Recommended: 1. University Fundamental Physics – Alonso and Finn 2. Electricity and Magnetism- Berkeley Series : Vol. 2. E.M. Purcell 3. Classical Mechanics – H. Goldstein
Theory Paper Paper 202
202 CH02 Fundamentals of Inorganic and Organic Chemistry
Periodic Properties:
Atomic and ionic radii, ionization energy, electron affinity and electron negativity-definition, methods of determination or evaluation, trends in periodic table and applications in predicting and explaining the chemical behavior. 6 Hrs
Chemical bonding:
Ionic, covalent, Metallic and hydrogen bonding Vander waals Interactions, Hybridization, bond angles, bond energy, Valence bond theory. VSEPR theory, Molecular orbital theory of simple diatomic molecules, resonance, hyper conjugation, Inductive and field effects. 7 Hrs
Polymerization and Polymers – Organic polymers:
Addition and condensation polymerization; their mechanism, copolymerization; coordination polymerization, Zigler-Natta catalysts, plastics, Thermoplastic and Dacron and Terelene. Nylon 66; Bakelite, melmac, melamine, polymers. polyactronitriles. Types of inorganic polymers. comparison with organic polymers. synthesis, structural aspects and applications of boranes, silicones, phosphonitrilic halides and condensed phosphates. Elementary idea of the stereochemistry of s polymers, synthetic and natural polymers. 8 Hrs
Mechanism of Organic Reactions and Stereochemistry:
(a)Mechanism of Organic Reactions: Hemolytic and Heterolytic bond breaking. Types of organic reactions, Types of reagents, electrophiles and nucleophiles. Energy consideration. Reactive intermediates-carbocations, carbanions, free radicals, carbenes, arynes and nitrenes (with examples). Assigning formal charges on intermediates and other ionic species.
(b)Stereochemistry: Concept of isomerism, type of isomerism.
(i) Optical Isomerism: Element of symmetry, chirality, enantiomers, stereogenic centre, optical activity, optical activity of molecules with two stereogenic centre, diastereoisomers, threo and erythro isomers, meso compounds, resolution, inversion, retention and racemization, sequence rules, D & L and R & S systems of nomenclature.
(ii) Geometrical Isomerism: E & Z system of nomenclature, determination of configuration of geometrical isomerism in oximes and alicyclic compounds.
(iii) Conformational Isomerism: Conformational analysis of ethane and n-butane, conformations of cyclohexane, axial and equatorial bonds. 12 Hrs
Arenes and Aromaticity:
(a) Aromatic Hydrocarbons and Aromaticity: Nomenclature and isomerism, structure of benzene, aromaticity, Huckel’s (4n+2) rule and its applications, mechanism of electrophilic substitution (halogenation, nitration, sulphonation, Friedel-Crafts reaction). Effect of substituent groups (inductive, mesomeric and hyperconjugative effects), Activating and deactivating groups, directive influence and orientation.
(b) Organic Synthesis: Synthetic uses of following: Acetoacetic ester, malonic ester, Grignard reagent and benzene diazonium salts. 12 Hrs
Books Recommended : 1. Organic Chemistry, Morrison and Boyd, Prentice-Hall of India Pvt. Ltd., New Delhi. 2. Reaction Mechanism in Organic Chemistry, Mukherjee and Singh, The Macmillan company of India Ltd. 3. Stereochemistry of Organic compounds, D. Nasipuri, New Age International Publishers and Wiley Eastern Ltd., New Delhi, London. 4. Basic Inorganic Chemistry F.A. Cotton. G. Wilkinson and P.L. Gaus. Wiley. 5. Concise Inorganic Chemistry, J.D. Lee, ELBS.
Theory Paper Paper 203
Course CS-02 : Object Oriented Programming Methodology
Necessity of Object Oriented Programming, Essentials of OOP (Encapsulation, Constructors, Destructors, Inheritance, Pointers to Objects, Polymorphism). 5 Hrs
Basic Concepts of Object Oriented Programming, Characteristics of Object-Oriented Languages, Object, Classes in C++, Constructors, Destructors, Complex Class, Matrix class; Classes, Objects and Memory; Structures and Classes; C++ Free Store, Static Class Data, Overload Assignment Operator, Copy Constructor, Data Conversion between Objects of different classes. 12 Hrs
Data structure through C++, Handling Data files (sequential and random), opening and closing files, stacks and queues, linked lists, trees. 15 Hrs
Inheritance Multiple, Private and Protected Inheritance, Virtual Functions, Objects Slicing. 5 Hrs
Input/Output in C++, User defined manipulators, Predefined Stream Objects, File I/O with Streams, Strstreams, Classes within classes, Smart Pointers, Templates, Exception Handling. 8Hrs
Reference Books
1. C. Thomas Wu, An Introduction to OOP with Java, McGraw Hill.
2. Timothy Wood, An Introduction to Object Oriented Programming, Addison Wesley.
3. Deitel and Deitel: How to Program c, Addison Wesley, Pearson Education Asia, 1999.
4. John R. Hubbard, Programming with C++, McGraw Hill International.
Theory Paper Paper-204
Course MT02 : Discrete Mathematics
Sets and Propositions
Cardinality, Mathematical Induction, Principle of inclusion-exclusion, Dearrangements. 3Hrs Language and Grammars
Language, Phrase-structure grammar. 3 Hrs
Permutations and Combinations. 3 Hrs
Relation and functions
Binary relations, Equivalence Relations and Partitions of a Set, Partial order Relation, Chain and Anti chain, Hasse Diagram, total order Relation, Types of functions, Pigeonhole Principle. 6 Hrs
Group, Ring and field Definitions, simple examples and elementary properties only. 6 Hrs
Graph Theory
Graph (p,q), simple graph, Multi-graph and Pseudo-graph, Degree of a vertex in a graph, Directed graph (Digraph), Loop, Parallel edges, finite and infinite graphs, cycle, wheel, operations on graphs, Isomorphism of graphs, connectedness, weighted graphs, Paths and Circuits, Eulerian Path and Eulerian circuit, Hamiltonian circuit, Traveling-Salesman Problem, Planar graphs, Kuratowski's graph. 6 Hrs
Trees
Definition and properties of trees, Rooted tree, sub-tree, Binary tree, Height of Binary tree, Spanning tree, Chromatic number. 4 Hrs
Finite State Machines
Types of Machines, finite state machine, Language determined by an Automation, finite state language. 4 Hrs
Recurrence Relations and Generating Functions
Discrete numeric function, Generating functions, Recurrence relations, Linear homogeneous and non homogeneous recurrence relations with constant coefficient 4 Hrs
Lattices and Boolean Algebra Definition and elementary properties of lattices, Dual of lattice and duality principle.
Definition and elementary theorems on Boolean algebra. Boolean Expression Boolean function, Disjunctive normal form. 6 Hrs
Reference Books:
1. C.L. Liu, Elements of Discrete Mathematics. McGraw-Hill Book Comp., 1986.
2. J.P. tremblay and R. Manohar, Discrete Mathematical Structures with Applications to Computer Science. McGraw-Hill Book Co. 1997.
3. S. Wietala, Discrete Mathematics-A Unified approach. McGraw-Hill Book Co.
4. N. Deo, Graph Theory with Applications to Engineering and Computer Sciences, Prentice Hall of India, 1990.
5. P.C. Biswal, Discrete Mathematics and Graph Theory, Prentice Hall of India Pvt. Ltd. New Delhi, 2005.
6. S. Lipschutz, M.L. Lipson and V.H. Patil, Discrete Mathematics-Schaum's outlines. Tata McGraw-Hill Pub. Co. Ltd., New Delhi, 2006.
Theory Paper Paper 205
BS-03 Instrumentation in biology Basic principles 2 Hrs Biochemical studies Units of measurements Weak electrolytes Buffer solutions - their nature and preparation pH and oxygen electrodes Quantitative biochemical measurements Principles of clinical biochemical analysis Safety in the laboratory Centrifugation 3 Hrs Introduction Basic principles of sedimentation Types, care and safety aspects of centrifuges Preparative centrifugation Analytical centrifugation Microscopy 5 Hrs Introduction The light microscope Optical sectioning Imaging living cells and tissues The stereo microscope The electron microscope Imaging and biochemistry Specialized imaging techniques Image archiving, presentation and further information Protein structure, purification, characterization and function analysis 5 Hrs Ionic properties of amino acids and proteins Protein structure Protein purification Protein structure determination Proteomics and protein function Mass spectrometric techniques 5 Hrs Introduction Ionisation Mass analysers Detectors Structural information by tandem mass spectrometry Analysing protein complexes Computing and database analysis Electrophoretic techniques 5 Hrs General principles Support media Electrophoresis of proteins Electrophoresis of nucleic acids Capillary electrophoresis Microchip electrophoresis Chromatographic techniques 5 Hrs Principles of chromatography Chromatographic performance parameters Liquid chromatography (LPLC and HPLC) Adsorption chromatography Partition chromatography Ion-exchange chromatography Molecular exclusion (gel filtration) chromatography Affinity chromatography Gas-liquid chromatography Thin-layer (planar) chromatography Selection of a chromatographic system Spectroscopic techniques: I :Atomic and molecular electronic spectroscopy 5 Hrs Introduction Gamma-Ray spectroscopy and Gamma-ray resonance spectroscopy X-ray spectroscopy Ultraviolet and visible light spectroscopy Spectrofluorimetry Circular dichroism spectroscopy Turbidimetry and nephelometry Luminometry Atomic spectroscopy Lasers Spectroscopic techniques: II Vibrational spectroscopy and electron and nuclear spin orientation in magnetic fields 5 Hrs Introduction Infrared and Raman spectroscopy Electron spin resonance spectroscopy Nuclear magnetic resonance spectroscopy Radioisotope techniques 5 Hrs The nature of radioactivity Detection and measurement of radioactivity Other practical aspects of counting radioactivity and analysis of data Inherent advantages and restrictions of radiotracer experiments Safety aspects Applications of radioisotopes in the biological sciences
Text Book
1. Keith Wilson and John Walker, Principles and Techniques of Biochemistry and Molecular Biology,6 th edition Cambridge University Press 2005. Theory Paper Paper 206
Course EL01: Semiconductor Electronic Devices and Applications
Atomic Structure (Energy levels and electronic configuration),Intermolecular forces, Phases of matter, Types of solids, crystal structure of solids, atomic bonding (ionic, covalent and metallic bonding), Energy band theory of crystals, energy band structure of insulators, semiconductors and metals. 9 Hrs
Mobility and conductivity, Electrons and holes in Intrinsic Semiconductor, Elementary properties of Germanium and Silicon, Donor and Acceptor Impurities, Extrinsic semi- conductors, Generation and recombination of charges, diffusion. 6 Hrs
Energy band structure of open circuit p-n junction, depletion region, p-n junction as a rectifier, current components of a p-n diode, Ideal Voltage Ampere characteristics, temperature dependence of the V/I characteristics ,diode tunnel diode, semiconductor photodiode, photovoltaic effect light emitting diodes. 7 Hrs
Half-wave and Full-wave rectifiers, ripple factor, efficiency, voltage regulation, inductor filters, capacitor filters, L and pie section filters, regulated power supplies, information about SMPS supply. 9 Hrs
Bipolar Junction transistors, bipolar transistor action, basic principle of operation open circuited transistor, transistor biased in the active region, current components in a transistor, characteristic curves in common emitter, common base and common collector configuration, expressions for a, B, and Y Hybrid parameters of a transistor. Transistor as an amplifier, characteristics of an amplifier. 10 Hrs
Feed-back concepts and Oscillators. Elementary information about Field Effect transistor, thyristors, opto-electronic devices and display devices. 4 Hrs
Recommended reference books
1. Albert Paul Malvino, Electronic Principles, Mc. Graw Hill. 2.G.K. Mithal, Electronics Devices and circuits, khanna Publishers, Delhi, 2000. 3. Sadra and Smith. Microelectronic Circuits, Oxford University Press, 1999. 4. R.P. Punagin, Basic Electronics, Tata McGraw Hill. 5.Jacob Millman and Christos C. Halkias: Electronic Devices and Circuits, Tata Mc-Graw Hill Publishing Company Ltd., 2000. Theory paper Paper-207 Syllabus BS-04:- Cell biology
I Biomembranes and Cell architecture:
Organelles of Eukaryotic Cell- Endosomes, Lysosomes, Peroxisomes, Endoplasmic reticulum, Golgi Complex, Plant Vacuoles, Nucleus, Mitochondria, Chloroplasts,
Cytoskeleton (3 types of filaments, organization, micro filaments, intermediate filaments, microtubules)
Biomembranes: Lipid and Protein composition, structure and function, physical properties of membranes, distribution of lipids and proteins, interactions of proteins with membranes, functions of plasma membrane 8 Hrs
II Molecular Transport:
Overview of Molecular transport, passive diffusion, membrane proteins mediated . diffusion, different classes of pumps (ATP powered pumps: Na+/H+ ATPase, Muscle Ca+ ATPase, V class, H+ATPase) , Non gated ion channels and resting membrane potential, co-transport (anti porter and symporter), Voltage gated ion channels, neurotransmission. 3 Hrs
III Integrating Cells into tissues :
Cell-cell and Cell-matrix adhesion- Binding of adhesion molecules, extracellular matrix, specialized junctions, cadherins, integrins, tight-junctions, basal lamina, collagen, laminins, proteoglycans.
Plant Tissues- Cellulose microfibrils in cell wall, plasmodesmata. 3 Hrs
IV Cell Signalling:
Signaling molecules and Surface receptors, intracellular signal transduction (secondary messengers, cellular responses), G Protein Coupled receptors, cAMP activated Protein Kinase, TGF P Signaling receptors, cytokine receptors, tyrosine kinase, MAP Kinase pathways, Phosphoinositides as signal transducers. 5 Hrs
V Membrane Trafficking:
Moving proteins into membranes and organelles (Translocation of secretory proteins across the ER membranes, insertion, folding and quality control of proteins in ER, export), sorting of proteins to mitochondria, chloroplasts and peroxisomes, Vesicular traffic, secretion and endocytosis ,.Receptor mediated endocytosis, synaptic vesicle function and formation. 3 Hrs VI Cell Cycle and Cell Growth Control :
Overview of cell cycle and control (Protein phosphorylation and degradation), Molecular mechanisms of regulating mitotic events, cell cycle control in mammalian cells (GO, GI, G2, S phase, check points), cyclins, Meiosis: a special type of cell division, crossing over, Cell birth (stem cells, cell fate, cell lineage, heterochromic mutants), Programmed cell death through apoptosis. 5 Hrs
VII Cancer :
Cancer: tumor cells, metastasis, successive oncogenic mutations, genetic basis of cancer (gain of function and loss of function mutations), failure of cell cycle check points, role of p53, retinoblastoma. 3 Hrs
Text Book:-
Molecular Cell Biology:- Harvey Lodish, Arnold Berk, Paul Matsudaira, Chris A. V Kaiser, Monty Krieger, Matthew P. Scott, Lawrence Zipursky, and James Darnell 5th edition. WH Freeman Publication.
Theory Paper Paper 208
MT03 DIFFERNTIAL EQUATIONS AND BOUNDARY VALUE PROBLEMS
(i) Equations of First order and first Degree
Linear differential equations and equations reducible to linear form. Exact differential equations and equations which can be made exact. 2 Hrs
(ii) Equations of the First order but not of first Degree Equations solvable for y, x; Equations may be homogeneous in x and y, Equations may be of first degree in x and y (Clairaut’s & Lagrange’s forms) 4 Hrs
(iii) Singular Solutions and Extraneous Loci
Singular Solution, Equation of the tac-locus, Equation of the nodal locus, Equation of the cuspidal locus. 1 Hrs
(iv) Linear Differential Equations with Constant Coefficients Complementary function, Particular Integral, General solution. 2 Hrs
(v) Homogeneous linear Differential Equations with variable Coefficients 2 Hrs
(vi) Simultaneous Differential Equations
Methods of solving simultaneous differential equations, Simultaneous equations of the first order. 3 Hrs
(vii) Linear Differential Equations of Second Order
Complete solution of the differential equations, Reduction to Normal Form or Change of dependent variable, change of the independent variable, solution by operational factors, Method of variation of parameters, Method of undetermined coefficients. 5 Hrs
(viii) Exact Linear Differential Equations of n th order Condition of exactness, Integrating factors. 2 Hrs
(ix) Total Differential Equations
Necessary and sufficient condition for the total differential equation, Methods for solving the total differential equations. 3 Hrs
(x) Partial Differential Equations of The first order Derivation of partial differential equations, Types of integrals of Partial differential equations, Particular forms of non-linear partial differential equations of first order, Charpit’s method. 3 Hrs
(xi) Boundary Value Problems
Eigen values and eigen functions problems, Strum-Liouville boundary value problem, Laplace, Wave and Diffusion equations. 3 Hrs
Reference Books
1. Frank Ayres, Theory and Problems of Differential Equations. McGraw-Hill Book Co. 1972.
2. Richard Bronson, Theory and Problems of Differential Equations. McGraw-Hill Book Co. 1973.
3. W.T. Reid, Ordinary Differential Equations. John Wiley & Sons, New York, 1971.
4. Erwin Kreyszig, Advanced Engineering Mathematics. John Wiley & Sons, New York, 1999.
5. J.L. Bansal and H.S. Dhami, Differential Equations, Vol. I & II Jaipur Pub. House, Jaipur.
6. E.A. Coddington, An Introduction to Ordinary Differential Equations. Prentice Hall of India Pvt. Ltd., New Delhi, 1968.
7. W.E. Boyce and P.C. Diprima, Elementary Differential Equations and Boundary Value Problems. John Wiley & Sons, New York, 1986.
8. H.T.H. Piaggio, Elementary Treatise on Differential Equations and Their Applications. C.B.S. Publishers & Distributors, Delhi, 1985.
9. Stakgold, Boundary Value Problems of Mathematical Physics. Mac Millan Book. Co., 1969.
Theory Paper Paper 209
Course CS- 03 : Database Management Systems
Data Base management:
Database architectures [Three levels of the architecture: external, conceptual and internal level], centralized and distributed. Database models: hierarchical [Concepts of a Hierarchy, IMS Hierarchy], relational [Concepts of relational model, relational algebra, relational calculus], network [Concepts of a Network, DBTG Network, DBA Scheme declaration]. 10 Hrs Planning a database (tables, queries, forms, reports), Creating and editing database, customizing tables, linking tables, designing and using forms, modifying database structure, maintaining database, Sorting and Indexing database, Querying a database and generating Reports, modifying a Report, exporting a Report to another format. 10 Hrs
Relational Database Management Systems-SQL: Relational Data Structure, Database Design, Normalization, Characteristics and advantages of SQL, SQL language levels, SQL data types and Literals, SQL Operators, types of SQL commands, Tables, Indexes, Views, Nulls, Aggregate Functions, Select statement, Sub queries, Insert, Update and Delete operations, Joins, Unions, Data security, integrity and concurrency, Backup and recovery, numeric and text data in SQL, dealing with dates, Synonyms, Snapshots, Programming with SQL. 10 Hrs
Reference Books:
1. Ramakrishan and Gharke, Database Management Systems, Tata McGraw Hill Pub. Co. Ltd.
2. Date C J, Database Management Systems, Pearson Education Asia.
3. Korth H and Silberschataz A, Database System Concepts, McGraw Hill.
4. Geraid V Post, Database Management Systems, Tata McGraw Hill.
5. Naveen Prakash, Introduction to Database Management Systems, Tata McGraw Hill.
6. Leon, and Leon, SQL, Tata McGraw Hill Pub. Co. Ltd.
7. Ivan Bayross, Database Technologies, Sybex Computer Books Inc.
Theory paper Paper 210
Course AD02 : Economics Concepts and Methods, Development and Planning
Economics : Nature, scope and methodology. Micro and Macro Economics. 2 Hrs
Basic economics problems, Assumptions in Economic analysis, Theory of Consumer Behavior - Cardinal and ordinal utility approaches., Derivation or Individual Demand Curve, Market Demand Curve, determinants of Demand, Elasticity of Demand. Prices, Income and Substitution effects, Normal, Inferior and Giffens goods. Complementary and substitute goods. Concept and Importance of Consumer Surplus. 6 Hrs
Meaning, Factors and Scale of production, Law's of returns, producers equilibrium, Enterprises problems, Enterprises objectives and constraints. Major components of costs. Supply and Law of supply, Elasticity of supply, Revenue Analysis. 6 Hrs
Concepts of national income, circular flow of income, component and measurement of national income. Relationship between per-capita national income and economic welfare. 8 Hrs
Economic growth, trade and development; The role of institutions in development Resource scarcity; Sustainable development; Aid capital flows and public debt; the political economy of development; social interests and development policy. 8 Hrs
Recommended Books:
1. Mote & Paul : Managerial Economics, Tata McGraw Hill, New Delhi.
2. D.M. Mithani: Fundamentals of Business and Managerial Economics, Himalaya Publishing House.
3. Paul A. Samuelson : Economics, Tata Mc Graw Hills, New Delhi.
4. M.L. Seth: Advanced Economic Theory
5. Elhanan Helpman, The Mystery of Economic Growth
6. Barbara Ingham, Economics and Development, Mc Graw Hill
THIRD SEMESTER
Third Semester
# Type Subject Description Credit Code
301 Thy PH-03 Quantum Mechanics – I 3
302 Thy CH-03 Principle and Applications of Molecular 3 Spectroscopy
303 Thy CS-04 Computer Organization and CPU Design 3
304 Thy MT-04 Advanced Mathematics 3
305 Thy BS-05 Developmental Biology 3
306 Lab ES-01 Engineering Skills 3
307 Thy BS-06 Immunology and Microbiology 2
308 Thy CS-05 Programming in Java 2
309 Thy AD-03 Case Study of Science and Technology 2
310 Lab MSL-01 Material Science Lab 4
311 Lab BSL-03 Developmental Biology and Immunology Lab 4
312 Lab CSL-03 Programming in Java Lab 4
Theory paper Paper 301
COURSE PH-03: Quantum Mechanics – I Failure of classical physics and experimental basis of quantum mechanics : Photoelectric effect, Compton Scattering, Black body radiations, Franck-Hertz Experiment, The Bohr Atom, Electron Diffraction, de Broglie Waves, Wave-particle Duality of matter and light. (5) Introduction to Schrodinger wave Mechanics : Schrodinger’s equation, the wave function and its interpretation, the operator representing position , momentum and kinetic energy in one dimension, Hamiltonian operator, eigen functions and eigen values, expectation value of dynamical variables, time –dependent one-dimensional Schrodinger equation for a free particle and for a particle in a potential V (x, t). Relationship between the wave – function of a particle and measurement of its position, normalization condition for the wave function, Boundary and continuity conditions on the wave function. (7) The time independent Schrodinger equation , and Stationary state solution, particle in one dimensional box, eigen function and eigen values, discrete energy levels, uncertainty product, generalization to three dimensions and degeneracy of levels. Finite potential well, Calculation of reflection and transmission coefficients. Tunnel Effect, Qualitative discussion of the application to decay, Square well potential problem calculation of transmission coefficient. Simple harmonic oscillator (One dimensional case, qualitative discussion of its eigen function, energy eigen values, Zero point energy, paritysymmetric and anti-symmetric wave functions with graphical representation. (10) Language of Quantum Mechanics (Dirac): Linear vector spaces, Dirac notation, subspaces, linear operators, Hermitian operators, unitary operators, function of operators, representations in state space, change of representation, the eigen value problem, postulates, essential definitions and commutation relations, commuting observables, the position and momentum representations, process of measurement, expectation values, time dependence of quantum mechanical amplitude. The eigen values and eigen functions of the 1D harmonic oscillator, the mean value and root mean square derivative of X and P, the 3D harmonic oscillator. Angular Momentum: Angular momentum operators and their Commutation Relations, basis states and eigen values, matrix representations of the angular momentum operators and their eigen states, coordinate representations of the orbital angular momentum operators and their eigen state (Spherical Harmonics) Recommended Books : 1. Feynman, Richard P, Robert B.Leighton, and Matthew L. sands Lectures on Physics. Vol 3 Addison – Wesley 2. Arthur Beiser, Concepts of Modern Physics by, Mc-craw Hill. 3. Ashok Das and A.C. Mellissions: Quantum Mechanics – A Modern Approach, Gordon and Breach science Publishers. Theory paper Paper 302
COURSE CH-03: Atomic, Molecular and Nuclear Spectroscopy, Principles & Application
Atomic and Molecular Spectra: Atoms with one electron, Angular wave – functions under central force, quantum numbers, energy levels and degeneracy. Spin and Spin-orbit interaction, splitting of energy levels, space quantization. Pauli’s exclusion principle, occupancies of levels and electronic structure of atoms. Transition between stationary states, emission and absorption spectra, selection rules. Examples-hydrogen, sodium atoms. Hyperfine spectra. Atoms with two electrons and changes in the nature of spectral lines.
Influence of Magnetic field (qualitative discussion only). Energy levels and spectra of diatomic molecules. Linear molecules and geometry of molecules. X-ray spectra. (15)
Quantum Theory of Radiation : Planck’s quantum hypothesis, spectral distribution (no derivation), black body radiation, momentum of photon.
Interaction of electromagnetic radiation with matter: exponential law of attenuation, photo electric effect, Compton scattering and pair production processes. Einstein’s photoelectric equation, Compton shift formula.
Radiative transitions in solids: spontaneous and stimulated emission, Masers and Lasers, Tunable lasers, solid state lasers. (20)
Spectroscopic Applications : Basic principles, working setup and typical results from optical, Infra-red, Raman and X-ray spectroscopies. (10)
Recommended Books:
1. Physics by M .Alonso and E.J. Finn, Addison Wesley
2. Quantum Physics (Vol.III): Fundamental University, Physics by M. Alnso and E.J.Finn.
3. Quantum Physics: Vol. 4 Berkeley Physics COURSE
4. Elements of Physics: I.S. Grant and W.R. Phillips Oxford University Press.
Theory Paper Paper 303
COURSE CS-04: Computer Organization and CPU Design
Digital Logic Fundamentals : Boolean Algebra, Combinatorial Logic, Combinational Circuit Designs, Basic Sequential Components. (5)
Introduction to Finite State Machines : State diagram and state tables, Mealy and Moore machines, designing state diagrams, from state diagram to implementation. (4)
Instruction Set Architecture: Levels of Programming languages, Assembly Language Instructions, Instruction set architecture design, relatively. Simple Instruction Set Architecture. The 8085 Microprocessor Instruction Set Architecture. (4)
Introduction to Computer Organization : Basic Computer organization, CPU organization, Memory subsystem organization and interfacing, I/O Subsystem Organization and Interfacing, An 8085 based Computer. (5)
Register Transfer Languages : Micro-Operations and Register Transfer Language, Using RTL to specify Digital Systems. (4)
CPU Design : Specifying a CPU, Design and implementation of a very simple CPU, Design and implementation of a Relatively simple CPU, shortcomings of the simple CPUs, Internal Architecture of the 8085 Microprocessor. (5)
Micro sequencer Control Unit Design : Basic Microsesquencer Design, (Micros sequencer Operations, Microinstruction Format), Design and Implementation of a very simple Micros sequencer (The basic Layout, Generating the Correct Sequence and designing the mapping Logic, Generating the micro-operation using horizontal Microcode, Generating the micro- operation using Vertical Microcode, Directly Generating the control signals from the microcode), Design and implementation of a Relatively Simple Micro sequencer (Modifying the State Diagram, Designing the Sequencing. Hardware and Microcode, Completing the design using Horizontal Microcode). Reducing the number of Microinstructions (Microsubroutines. Microcode Jumps). Microprogrammed Control Vs Hardwired Control (Complexity of the instruction set, Ease of Modification, Clock Speed). (6)
Computer Arithmetic : Unsigned Notation (Addition and Subtraction, Multiplication, Division), Signed Notation (Signed-Magnitude Notation, Signed-Two’s Complement Notation) Binary Coded Decimal (BCD Numeric Format, Addition and Subtraction, Multiplication and Division) Specialized Arithmetic. Hardware (Pipelining, Lookup Tables, Wallace Trees), Floating Point Numbers (Numeric Format, Numeric characteristics, Addition and Subtraction, Multiplication and Division. (5)
Memory organization : Memory System, Cache Memory (Associative Memory, Cache Memory and With Associated Mapping, Cache Memory and Direct Mapping, Cache Memory and Set- Associated Mapping, Replacing Data in the Cache, Writing Data to the Cache, Cache Performance), Virtual Memory (Paging, Segmentation, fragmentation, Memory Protection), Beyond the Basis of Cache and Virtual Memory (Beyond the Basis of Cache Memory, Beyond the Basics of Virtual Memory). (3)
Input/Output Organization : Asynchronous Data Transfers (Source-initiated Data Transfer, Destination – initiated Data Transfer, Handshaking), Interrupts (Transferring Data Between the CPU and I/O Devices, Type of Interrupts, Processing Interrupts Interrupt Hardware and Priority, Implementing Interrupts inside the CPU), Direct Memory Access (Incorporating Direct Memory Access (DMA) into a Computer System, DMA Transfer Modes, Modifying the CPU to Work With DMA), IO Processors, Serial Communication (Serial Communication Basics, University Asynchronous Receiver/Transmitters (UARTs)) (4)
Recommended Books:
1. John D Carpinelli: Computer Systems Organization and Architecture, Addison
Wesley, Pearson Education, 2001.
Theory paper Paper 304
COURSE MT-04: Advance Mathematics
Integral Transforms:
Laplace Transform: Definition and its properties, rules manipulation. Laplace transform derivatives and integrals, Properties of inverse Laplace transform, Convolution theorem, Application to solution of ordinary differential equations.
Fourier Transform : Definition and properties of Fourier Sine, cosine and complex transform. Convolution theorem, Fourier transforms derivatives, Application to solution of partial differential equations. (10)
Special Functions:
Legendre Function: Legendre equation and its solution. Generation function of Legendre polynomials, Rodrigues formula. Orthogonal properties and Recurrence relations for Legendre polynomials. Associated Legendre polynominal. (4)
Bessel Function : Bessel equations and its solution. Generating function of Jn (x) Integral expressions for the Bessel functions, Recurrence relations for Jn (x). Orthogonal properties of Bessel functions. (4)
Hermite Function : Hermite differential equations and it’s solution, Hermite polynomial, generating function. Orthogonal properties of Hermite polynomials. Recurrence formulae for Hermite polynomials. (4)
Functions of complex variables:
Analytic Function : Functions of a complex variable, limits, continuity, derivatives, analytic functions, Cauchy-Riemann equation. Necessary and sufficient conditions for analytic function. Harmonic functions. Conjugate functions. Construction of an analytic function. (10)
Complex Integration : Complex line integrals (simple examples). Cauchy Goursat theorem, Cauchy integral formula, Morera’s theorem, Liouville’s theorem. Residues and Poles: Singularities, Residues, residue theorem. (15)
Recommended Books: 1. Integrals Transforms: S.P. Goyal and A.K. Goyal, Jaipur Publishing House, Jaipur 2. Laplace Transform: Spiegel Schaum Series. 3. Fourier Transform: I. No. Sneddon, Tata Mc Graw Hill 4. Complex Variable: G.N. Purohit S.L. Bhargava and S.P. Goyal, Jaipur Publishing House, Jaipur. 5. Differential Equations: J.L. Bansal and H.S. Dhami Jaipur Publishing House, Jaipur 6. Functions of a complex variable: J.C. Chaturvedi and S.S. Seth Students Friends & Company, Agra 7. Functions of Complex Variable: J.N. Sharma, Krishna Prakashan Mandir, Meerut 8. Complex Variables and Applications: R.V. Churchil and J.W. Brown Mc Graw- Hill Int. Book Co.
Theory Paper Paper: 305
COURSE BS-05: Developmental Biology
Developmental Biology of Plants