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Old 23rd May 2017, 06:08 PM
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Default IITM Civil Engineering Syllabus

Hii Sir, I Wants to get the Syllabus of the B.tech Civil Engineering Subject Engineering Mathematics of the IIT Madras ?
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Old 25th May 2017, 10:26 AM
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Default Re: IITM Civil Engineering Syllabus

Indian Institute of Technology Madras is a public engineering institute located in Chennai, Tamil Nadu and is one of India's most prestigious universities. It is recognised as an Institute of National Importance by the Government of India.

Syllabus of the B.tech Civil Engineering


As you Asking for the Syllabus of the B.tech Civil Engineering Subject Engineering Mathematics of the IIT Madras the Syllabus is given below

Syllabus:
Fourier serie
s:Fourier Series: Periodic functions. Euler’s formulae. Fourier expansion of periodic functions with period 2
Dirichlet’s conditions, Fourier series of even and odd functions, Fourier
series of periodic functions with arbitrary periods, Half range Fourier series, Harmonic analysis

Differential Equations:
Definition, Formation of Differential equation, Equations of first order & first degree, Variable separable, Homogeneous equations, Linear differential equation, Bernoulli’s equation, Exact equation, Equation educable to exact equation, Equation of the first order and higher degree, Clairut’s equation, Linear differential equation of higher order, Rules for finding complementary function, Rules for finding particular
integrals - Method of undetermined coefficients, Method of variation of parameter, Cauchy’s & Legendre’s equation, Simultaneous linear differential equation, Application in Civil Engineering
Partial Differential Equations: Formation of Partial differential equations, Directly integrable equations, Langrange’s equation, Method of separation of v ariables, Applications to the Wave equation, one-dimensional heat and Laplace equation

Numerical Methods:

Iterative Method: Motivation, errors, truncation error, rounded off error, absolute error, relative error and percentage error, Solution of algebraic and transcendental equation by bisection, False position, Secant, Newton-Raphson iteration and extended iteration methods, Rate of convergence of the iteration methods, Comparisons of iterative methods

System Of Linear Algebraic Equations: Solution of simultaneous linear equations, Gauss elimination and pivoting, III – Conditional equations and refinement of solutions, GaussSeidal iteration methodCurve fitting: Method of least squares

For more details you may Contact to the IIT Madras the Contact details Are given below

Contact Details :
IIT Madras
Address: Beside Adyar Cancer Institute, Opposite to C.L.R.I, Sardar Patel Road, Adyar, Chennai, Tamil Nadu 600036
Phone: 044 2257 8280

Last edited by shikha; 25th May 2017 at 10:32 AM.
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