Anna university Coimbatore Syllabus
080290051 Numerical Methods and Linear Programming ECE 6th Semester Anna University Coimbatore Syllabus Regulation 2008
Department of Electronics and Communication Engineering
Meant for Anna University Coimbatore
Syllabus
(Regulation 2008/2010)
___________________________________________________________________________________
Details:
University:Anna University
Year: Third Year
Department: B.E Electronics and Communication Engineering
Semester: (VI)
Content: 080290051 Numerical Methods and Linear Programming ECE 6th Semester Anna University Coimbatore Syllabus Regulation 2008
Post Type: Syllabus
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080290051 Numerical Methods and Linear Programming Syllabus
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UNIT
I:
Curve Fitting and Theory of Equations:
Empirical laws and curve fitting- linear law- method of group averages- principle
of Least squares- fitting straight line, parabola, exponential curve- method of moments- theory of equations- Relation between the roots and coefficients of
polynomial equation- equations with real coefficients and imaginary roots- equations with rational coefficients and irrational roots- symmetric
of
roots- Transformation of equations- Reciprocal equations.
UNIT II:
Solution of Equations:
Solution of
numerical algebraic and transcendental equations- the Bisection
method- Iteration method- RegulaFalsi method- Newton Raphson method-
Horner’s method- Solution of Simultaneous Linear algebraic equations- Gauss Elimination mwethod- Gauss Jordan method- Crout’s method- Gauss Jacobi method- Gauss Seidel method- Relaxation method.
UNIT III:
Difference Calculus:
Finite differences- Forward, Backward and central difference operator- shifting operator- Properties and relation between operators- Interpolation-
Newton’s forward and Backward difference interpolation formula- Gauss forward and backward difference interpolation formula- Bessel’s Laplace and Everett formula.
UNIT IV:
Interpolation, Numerical differentiation and Integration:
Interpolation
with unequal intervals- Divided differences- Newton’s divided
Difference formula- Lagrange’s interpolation formula-inverse interpolation-
Numerical Differentiation- Newton’s forward and backward differentiation formula- Numerical Integration- The trapezoidal rule- Simpson’s 1/3rd and 3/8th rule-Difference equations- solution of linear homogeneous difference equation with constant coefficients.
UNIT V:
Numerical Solution of Differential equation:
Numerical solutions of ordinary differential equations- Taylor series method-
Picards method- Euler’s Method- Fourth order Runge Kutta method- Milne’s and
Adam’s
predictor-
Corrector methods- Numerical solution of elliptic equation by
Leibmann’s method- solution of
parabolic equation by Bender – Schmidt method- Solution of
hyperbolic equation.
Mat lab : Toolkits – the course content will be augmented by the usage of Mat lab
tool box.
TEXT BOOKS:
1. Curtis.F.Gerald, Patrick.O Wheatly, Applied Numerical Analysis, 6th
Edition, Pearson Education New Delhi 2002.
2. John Mathews,
Kurtis.D. Fink, Numerical Methods using MATLAB,
PHI
1998.
3.
Kandasamy.P , Thilagavathy.K and Gunavathy.k, Numerical methods, S.Chand and company Ltd., New Delhi, 2003.
References:
4. Jain.M.k. Iyengar, S.R.K.Jain, Jain.R.K, Numerical Methods
for Scientific and Engineering Computation,
4th Edition New age International Publishers, New delhi, 2003.
5. Sastry.S.S, Introductory
Methods of
Numerical
analysis, PHI
,2001.
For All Subject Question Papers -Download Link
Related Searches:
Anna University Coimbatore ECE syllabus
Anna University Coimbatore ECE 8th semester syllabus
ECE syllabus for Anna university coimbatore
080290051 Numerical Methods and Linear Programming Syllabus
Syllabus for 080290051
Text books for 080290051
Text books for Numerical Methods and Linear Programming
Reference books for 080280051
Reference books for Numerical Methods and Linear Programming
Syllabus for Numerical Methods and Linear Programming
Affiliated institutions ECE 8th sem AU coimbatore syllabus
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ECE sixth semester syllabus for Anna university coimbatore
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