Download 455.58 Kb.

COCHIN UNIVERSITY OF SCIENCE & TECHNOLOGYB TECH DEGREEinELECTRONICS AND BIOMEDICAL ENGINEERINGSCHEME FOR I TO VIII SEMESTERS (2006 Admission onwards)
ELECTIVE I EB /EE 705 (A) Computer Communications EB 705 (B) Biostatistics & Design of Experiments EB/CS/IT 705 (C) Artificial Neural Networks EB /EC/EI 705 (D) Mechatronics. EB 705 (E) Embedded Systems and Applications
ELECTIVE II EB 804 (A) Modelling of Physiological Systems EB/EC/CS/IT 804 (B) Bioinformatics EB 804 (C) Computer Graphics and Volume Visualisation EB/EE 804(D) VLSI Design EB 804 (E) BioMEMS & Nanotechnology CE/CS/EB/EC/EE/EI/IT/ME/SE 101 ENGINEERING MATHEMATICS I MODULE I Ordinary differential equations: First order differential equationsMethods of solution and Simple applications Linear differential equations of higher orders with constant coefficients Methods of solution of these equations. Cauchy’s linear differential equations. Simultaneous linear differential equations Simple applications of linear differential equations in engineering problems –Electrical Circuits, Mechanical Systems MODULE II Infinite series: Integral test, comparison test, ratio test, Cauchy’s root test, Raabe’s test, series of positive and negative terms, concept of absolute convergence, alternating series, Leibniz test (No proofs for any of the above tests) Power series : Internal of convergence of power series, Taylor and Maclaurin series of functions, Leibniz formula for the nth derivative of the product of two functions (No proof),use of Leibniz formula for the determination of coefficients of the power series. MODULE III Partial differentiation: Partial differentiationConcept of partial derivative  Chain rule Total derivative Euler’s theorem for homogeneous functions, Differentials and their applications in errors and approximations, Jacobians  Maxima minima of functions of two variables(Proof of the result not required)Simple applications. Taylors series expansion for a function on two variablesSimple problems Coordinate systems: Rectangular coordinatesPolar coordinatesIn plane and in SpaceCylindrical polar coordinatesSpherical polar coordinates. MODULE IV Integral calculus: Application of definite integrals: Area, Volume, Arc length, Surface area. Improper IntegralsBeta functionGamma function Multiple integrals: Evaluation of double integralsChange of order of integration. Evaluation of triple integralsChange of Variables in integrals. Applications of multiple integrals Plane Area, Surface area &Volumes of solids Text books: 1. Engineering mathematics Vol1:S.S.Sastry, PHI publishers 2. Advanced Engineering Mathematics: Erwin Kreyzig, Wiley Eastern References: 1. Mathematical Techniques: Oxford University Press 2. Engineering Mathematics: T.Veerarajan, TMGH Publishers 3. Higher Engineering Mathematics: B.S.Grewal, Khanna Publishers CE/CS/EB/EC/EE/EI/ME/IT/SE 102: ENGINEERING PHYSICS Module I: Interference of light – Michelson interferometer – ApplicationsInterference in thin films – Antireflection coatings – Interference filters – Fringes produced by air wedge – Testing of flat surfaces Diffraction of light –Zone plate  Plane diffraction grating  Reflection and transmission gratings – Determination of wavelength of light – Dispersive and resolving powers  Polarization of light – Double refraction – Nicol's prism – Quarter and half wave plates – Elliptically and circularly polarized light – Optical activity – Specific rotation – Halfshade polarimeter – Applications of polarized light. Module II: Lasers and Holography – Properties of laser light – Coherence of light – Principles of laser action – Population inversion – Optical pumping – Metastable states – Conditions for laser action – Types of lasers – HeliumNeon, Ruby and Semiconductor lasers – Applications of lasers – Principles of holography – Recording and Reconstruction of holograms – Applications of holography Fiber optics – Light transmission through optical fiber – Numerical aperture – Multi and single mode fibers – Step index and graded index fibers – Fiber drawing – Fiber optic communication (basic ideas) – Ultrasonics – Generation of ultrasonic waves – Applications of Ultrasound. Module III: Quantum mechanics – Heisenberg's uncertainty principle  Experimental illustrations – Quantum mechanical wave equation – Time independent Schrodinger equation – Physical significance of wave function – Properties of the wave function – Solution of Schrodinger equation  Atomic and nuclear physics – The Vector atom model – Quantization of orbital angular momentum – Electron spin  Magnetic moment of orbital electron – Pauli’s exclusion principle– Zeeman effect – Stark effect – Raman effect. Nuclear physics – Nuclear forces – Properties of the nucleus  Nuclear reactionsNuclear reaction cross sectionArtificial radioactivity – Nuclear reactors – Nuclear fusion – Thermonuclear reactionsControlled thermonuclear reactions. Module IV: Xrays – Production of Xrays – Origin of Xrays and Xray spectra – Moseley's law – Properties of Xrays – Applications of Xrays – Diffraction of Xrays by crystals – Bragg's law – Crystallography – Unit cell – Seven crystal systems – Bravais space lattices  Packing factor – Lattice planes and Miller indices – Energy bands in solids – Conductors, semiconductors and insulators – Intrinsic and extrinsic semiconductors – Conductivity of semiconductors – Fermi level  Applications of semiconductors – pn junctions – solar cells – Hall effect and its applications – Superconductivity – Superconducting transition – The Meissner effect – Type I and Type II superconductors – Isotope effect  High temperature superconductors – Josephson effect – SQUIDS – Applications of superconductors 
search 