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B. Tech. Production & Industrial Engineering - Shiats.edu.in

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8. Kanter, “manag<strong>in</strong>g Information System”9. Lehngart, “Internet 101”, Addision Wesley10. Cistems “Internet, An Introduction”, Tata McGray Hill.IT LABWrite Programs <strong>in</strong> C for the follow<strong>in</strong>g.1. Conversion of B<strong>in</strong>ary to Hexadecimal, Decimal to BCD and vice versa2. LOGIC Design<strong>in</strong>g of gates and flip flops.3. For M<strong>in</strong>imization methods4. Introduction to <strong>in</strong>formation representation <strong>in</strong> digi8tal media text, Images, Graphics, Animations,Audio, Video.5. Dataflow diagram for generation of Prime Numbers6. Demonstrate Different Lan TopologiesWorld Wide Web,File Transfer Protocol,Goffer,Telenet,Web browsers, Search eng<strong>in</strong>e ,Email SitesCreate your own email address us<strong>in</strong>g any of the eng<strong>in</strong>es Ex. ID @ eng<strong>in</strong>e.com7.Institutions may add 4 more experiments as per the availability of expertise available with them.ENGINEERING MATHEMATICS-IIICourse Code MAS –590 Credit (3-1-0) 41. Ord<strong>in</strong>ary Y. Differential Difference Equations: ODE of 2 nd order with constant coefficientsboth homogeneous and non- homogeneous Types with applications to electrical and mechanicalsystems. Difference equations and their Solutions by z transform. Series solutions of ODE of 2 ndorders with variable Coefficients with special emphasis to the differential equations ofLegendre, Bessel and Chebyshev. Legendre’s polynomials, Chabyshev polynomials andBessel’s functions and Their properties.2. Integral Transforms: Fourier transform and <strong>in</strong>tegral Hanker transforms and Hilberttransforms and their Properties, some simple applications. Partial Differential Equations:L<strong>in</strong>ear PDE with constant coefficients of 2 nd order and their classifications, PDE of Parabolic,elliptic and hyperbolic type with illustrative examples. Separation of variables Method forsolv<strong>in</strong>g PDE. Such as two dimensional heat equations, wave equations and Laplace equations.3. Functions of a Complex variable: Analytic (functions, Gauchy- Riemam equations, harmonicfunctions l<strong>in</strong>e <strong>in</strong>tegral <strong>in</strong> the Complex plane, caucry’s Integral theorem cauchy’s <strong>in</strong>tegralformula derivatives of analytic Functions, Liouvilles Theorem, fundamental theorem of Algebrarepresentation of a Function py power series, Taylor’s series and Laurent’s Series, poles,S<strong>in</strong>gularities and Zeros. Residue theorem, evaluation of <strong>in</strong>tegrals us<strong>in</strong>g. Residue theorem.Conformal” Mapp<strong>in</strong>g, l<strong>in</strong>ear fractional transformations, special l<strong>in</strong>ear fractional transformations.Reference:Kreyszig, E. (1993): Advanced Engg. Mathematics 7 th Edition, John Willey & sons <strong>in</strong>c.Paopoulis: Signal Analysis 3 rd Edition (1988) Me Graw Hill .ELECTRICAL MACHINESCourse Code EEE-404 Credit 4(3-0-1)D.C. Mach<strong>in</strong>es:Constructional features and pr<strong>in</strong>ciples of operation of shunt, series and compoundgenerators and motors <strong>in</strong>clud<strong>in</strong>g EMF equation and armature reaction, Performance characteristicsof generators and motors, start<strong>in</strong>g, Speed control and brak<strong>in</strong>g of motors. Two Quadrant and FourQuadrant operation of motors, choice of DC motors for different applications, Losses and efficiency.

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