NOTE: EHM indicates that the course is drafted by the Department of Humanities. EME indicates that the course is drafted by the Department of Mechanical Engineering. ECE indicates that the course is drafted by the Department of Electronics and Communication Engineering. EEE indicates that the courses is drafted by Department of Electrical Engineering. EEM indicates that the courses is drafted by Engineering Mathematics Department. EEP indicates that the course is drafted by Engineering Physics Department ECE 320 Soft Skills is common for all Branches
ENG 1001 ENGLISH – I Credits 2 Periods Theory Tutorial / Lab 2 1 Exam Hrs. 3 Sessional Marks 30 Exam Marks 70 Total Marks 100
The emphasis on English Language is enormously increasing as an effective medium of communication in all sectors the World over. As a consequence of this, the acquisition of effective communication skills in English has become most important to the students to flourish in their careers. In this connection there is a need to train the students to equip themselves with the necessary skills required for effective communication in English thereby enabling them to get a good placement immediately after the completion of their under-graduate courses. To meet the objectives of developing proficiency in English communication the following curriculum is designed for favorable consideration.
CURRICULUM: THEORY AND PRACTICE (LANGUAGE LAB) 1. A textbook with focus on skills approach. – Intended to develop the language skills of Listening, Speaking, Reading & Writing. 2. Vocabulary a) One – Word Substitution b) Words often Confused – Pairs of Words c) Synonyms and Antonyms d) Foreign Phrases e) Phrasal verbs derived from the following dynamic verbs – Go, Get, Run, Take, Look, Hold, Put, Stand, Etc. f) Idioms and Phrases 3. Grammar a) Error Analysis b) Tense c) Voice d) Concord e) Articles and Prepositions 4. Writing Skills a) Précis Writing b) Note Making c) Letter Writing – (Letters of Enquiry, Invitation, Regret, Congratulations, Condolences, Complaint, Breaking the ice.)
d) Reading Comprehension e) Content Writing : Paragraph Writing and Essay Writing Practice (Language Lab) 1. 2. 3. 4. 5. 6. 7. Spoken English : Varieties Speech Mechanism The consonant and vowel sounds of English Word Accent Accent in Connected Speech Rhythm and Intonation conversation
Textbook Prescribed: Select essays and short stories from Srivastava, B., and Mahesari, V.K. (Ed.) Modes of English Prose (An Anthology of prose selections). Reference Books: 1. Sharma, G.V.L.N., English for Engineering Students. 2. Margaret M Maison, Examine your English, Macmillan 3. Krishnaswami, N. and Sriram, T., Current English for Colleges, Macmillan 4. Krishnaswami, N. and Sriram T., Creative English for Communication, Macmillan.
ENG 1002 MATHEMATICS – I Credits 4 Periods Theory Tutorial / Lab 3 Exam Hrs. 3 Sessional Marks 30 Exam Marks 70 Total Marks 100
Partial Differentiation and its Applications Functions of two or more variables, partial derivatives, homogenous functions – Eular’s Theorem, Total Derivative, Differentiation of implicit functions, Geometrical interpretation – Tangent plane and normal to a surface. Change of variables, Jacobians, Taylor’s theorem for functions of two variables, Jacobians, Taylor’s theorem for functions of two variables, Errors and approximations, Total differential, Maxima and minima of functions two variables, Lagrange’s method of undetermined multiples, Differentiation under the integral sign – Leibnitz Rule, Involutes and evolutes. Multiple Integrals and their Applications Double integrals, Change of order of integration, Double integrals in polar coordinates, Areas enclosed by plane curves, Triple integrals, Volume of solids, Change of variables, Area of a curve of a curved surface, Calculation of mass, center of gravity, center pressure, Moment of inertia, Product of inertia, Principle axes, Beta function, Gamma function, Relation between Beta and Gamma functions, Error function or probability integral. Solid Geometry (Vector Treatment)
Equation of a plane, Equation of straight line, Condition for a line to lie in a plane, Coplanar lines, Shortest distance between two lines, Interaction of three planes, Equation of sphere, Tangent plane to a sphere, Cone, Cylinder, Quadric surfaces. Infinite Series Definitions, Convergence, Divergence and oscillation of a series, General properties, Series of positive terms, comparison tests, Integral test, D’Alembert’s ratio test, Raabe’s test, Logarithmic test, Cauchy’s root test, Alternating series – Leibnitz’s rule, Series of positive or negative terms, Power series, Convergence of exponential, Logerithmic and bionomial series, Uniform convergence, Weirstrass M-test, Properties of uniformly convergent series.
Fourier Series Eular’s formulae, Conditions for a Fourier expansion, Functions having point of discontinuity, Change of interval, Odd and even functions – Expansions of odd or even periodic function, Half range series, Parseval formula, Practical harmonic analysis. Textbooks: Higher Engineering mathematics by B.S. Grewal Mathematics for Engineering by Chandrica Prasad Reference Books: Higher Engineering Mathematics by M.K. Venkatraman Advanced Engineering Mathematics by Erwin Kreyzig
Textbooks: Theory of Matrices by Shantinarayanan Higher Engineering Mathematics by B.S. Grewal Advanced Mathematics for Engineering Students, Manieavachgon Pillay, Ramanaiah Reference Books: Higher Engineering Mathematics by M.K. Venkataraman Advanced Engineering Mathematics by Erwin Kreyozig Engineering Mathematics by P.P. Gupta A textbook on Engineering Mathematics by N.P. Bali
ENG 1004 PHYSICS THEORY Credits 4 Thermodynamics Heat and work, First law of thermodynamics and applications, Reversible and irreversible process, Carnot cycle and efficiency, Entropy, Second law of thermodynamics, Entropy and disorder, Entropy and Probability, Third law of thermodynamics, Thermography and its applications. Electromagnetism Concept of electric field – Point charge in electric field, Dipole in an electric field, Gauss law, Some applications, Electric potential and field strength, Potential due to a point charge and dipole. Magnetic field – Magnetic force on current, Torque on current loop, Hall effect, Ampere’s law, B near a long wire, B for a solenoid and toroid, The Biot-Savart’s law, B for a circular current loop. Faraday’s law of induction, Lenz’s law, Calculation of inductance, L-R circuit, Energy stored in magnetic field, Induced magnetic fields, Displacement current, Energy density in electric and magnetic fields, Poynting vector S. Maxwell’s equations and electromagnetic waves (both differential and integral forms), Magnetic properties of materials, Paramagnetism, Diamagnetism, Ferromagnetism, Ferrite and its applications.
Optics Interference – Principles and superposition – Young’s experiment – Coherence – Interference of thin films, Wedge shaped film, Newton’s rings, Michelson interferometer and its applications. Diffraction – Single slit (Qualitative and quantitative treatment). Polarisation – Polarisation by reflection, Refraction and double refraction in uniaxial crystals, Nicol prism, Quarter and half wave plate, circular and elliptical polarization and detection. Lasers and Fibre Optics Spontaneous and stimulated emissions, population inversions, Ruby laser, Gas laser, Semiconductor laser, Applications of lasers. Fibre optics, Optical fibre and total internal reflection, Acceptance angle and cone of a fibre, Fibre optics in communications, Optical parts in fibre, Fibre optic sensors. Periods Tutorial / Lab Exam Hrs. 3 Sessional Marks 30 Exam Marks 70 Total Marks 100
Ultrasonics Production of ultrasonics by magnetostriction and piezoelectric effects – Ultrasonics and diffraction pattern, Applications of Ultrasonics. Modern Physics The quantization of energy, Photoelectric effect, De Broglie concept of matter waves, uncertainty principle, Schrodinger wave equation, application to a particle in a box. Elementary concepts of Maxwell-Boltzman, Bose-Einstein’s and Fermi dirac statics, Fermi dirac distribution function (no derivations), Free electron theory of metals, Band theory of solids, Kronig penny model, Metals, Insulators and Semiconductors, Ferroelectrics and their applications.
Super conductivity, Meisner effect, Types of superconductors and applications of superconductors. Nanophase materials – Synthesis, Characterization of nanostructured materials, properties and applications. Renewable Energies – Solar, Wind and tidal – Applications. Books Recommended: 1. Engineering Physics by R.K. Gaur and S.D. Gupta 2. Physics by David Halliday and Robert Resnick – Part I and Part II 3. Modern Engineering Physics by A.S. Vadudeva 4. University Physics by Young and Freedman 5. Materials Science by V. Rajendra and A. Marikani 6. Nonconventional Energy by Ashoke V. Desai
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