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

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Interpolation:Introduction, Errors <strong>in</strong> Polynomial Interpolation, F<strong>in</strong>ite Differences, Decision of Errors,Newton’s Formulae for Interpolation, Gauss, Stirl<strong>in</strong>g, Bessel’s, Everett’s Formulae, Interpolation byUnevenly Spaced Po<strong>in</strong>ts, Lagrange’s Interpolation Formula, Divided Difference, Newton’s GeneralInterpolation Formula.Curve Fitt<strong>in</strong>g, Cubic Spl<strong>in</strong>e & Approximation:Introduction, Method of Least Square Curve Fitt<strong>in</strong>gProc<strong>edu</strong>res, Fitt<strong>in</strong>g a Straight L<strong>in</strong>e, Curve Fitt<strong>in</strong>g by Sum of Exponentials, Data Fitt<strong>in</strong>g with CubicSpl<strong>in</strong>es, Approximation of functions.Numerical Integration & Differentiation: Introduction, Numerical differentiation, NumericalIntegration, Trapezoidal Rule, Simpson 1/3 Rule, Simpson 3/8 Rule, Boole's and Weddle's Rule, Eular—Maclariaun Formula, Gaussian Formula, Numerical Evaluation of S<strong>in</strong>gular Integrals.Statistical Computation: Frequency Chart, Regression Analysis, Least Square Fit, Polynomial Fit,L<strong>in</strong>ear & Non L<strong>in</strong>ear Regression, Multiple Regressions, Statistical Quality Control Methods.References:1. Ja<strong>in</strong>, Iyengar, Ja<strong>in</strong>, “Numerical Methods for Scientific & <strong>Eng<strong>in</strong>eer<strong>in</strong>g</strong> Computation”, New AgeInternational.2. Balaguruswamy, “Numerical Methods”, TMH.3. Sastry, “Introductory Method of Numerical Analysis”, PHI.4. Gerald & Wheatly, “Applied Numerical Analysis”, Addision Wesley.5. Probability & Statistic, Schaum Series.6. Hulquit, “Numerical Method for Eng<strong>in</strong>eers & Computer Scientist”, Addision Wesley.7. Flowers, “Numerical Methods In C++”, Oxford University Press.8. Vedamurthy, “Numerical Methods”, Vikas.List of Experiments:Write Programs <strong>in</strong> C1. To d<strong>edu</strong>ce errors <strong>in</strong>volved <strong>in</strong> polynomial Interpolation.2. Algebraic and transcendental equations us<strong>in</strong>g Bisection, Iterative method of false position, alsogive rate of conversions of roots <strong>in</strong> tabular form for each of these methods.3. To implement Bessel’s functions, Newton’s, Sterl<strong>in</strong>g, Languages.4. To implement method of least square curve fitt<strong>in</strong>g.5. Implement numerical differential us<strong>in</strong>g trapezoidal, Simpson 3/8 rules.6.To show frequency chart, regression analysis, L<strong>in</strong>ear Square fit and polynomial fitELEMENTS OF ECONOMICS AND PRINCIPLES OF MANAGEMENT SCIENCECourse Code (BAM-315) CREDIT 4(3-1-0)<strong>Industrial</strong> Economics;1. Introduction: -Nature and significance of economics, mean<strong>in</strong>g of science, <strong>Eng<strong>in</strong>eer<strong>in</strong>g</strong> andtechnology and their relationship with economic development.2. Basic concept: - The concept of demand and supply, <strong>in</strong>difference curve analysis, price effect,<strong>in</strong>come effect and substitution effect.3. Money and bank<strong>in</strong>g: - Function of money, value of money, <strong>in</strong>flation and measure to control it.Brief idea function of bank<strong>in</strong>g system, viz; commercial and central bank<strong>in</strong>g, bus<strong>in</strong>essfluctuation.Management:

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