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Published by uLektz
Course Code | : | MA6351 |
Author | : | uLektz |
University | : | Anna University, Tamil Nadu |
Regulation | : | 2013 |
Categories | : | Engineering Mathematics |
Format | : | ![]() |
Type | : | eBook |
FREE
Buy NowDescription :Transforms and Partial Differential Equations of MA6351 covers the latest syllabus prescribed by Anna University, Tamil Nadu for regulation 2013. Author: uLektz, Published by uLektz Learning Solutions Private Limited.
Note : No printed book. Only ebook. Access eBook using uLektz apps for Android, iOS and Windows Desktop PC.
1.1 Formation of partial differential equations
1.2 Singular integrals
1.3 Solutions of standard types of first order partial differential equations
1.4 Lagrange’s linear equation
1.5 Linear partial differential equations of second and higher order with constant coefficients of both homogeneous and non-homogeneous types.
2.1 Dirichlet’s conditions
2.2 General Fourier series
2.3 Odd and even functions
2.4 Half range sine series
2.5 Half range cosine series
2.6 Complex form of Fourier series
2.7 Parseval’s identity
2.8 Harmonic analysis
3.1 Classification of PDE
3.2 Method of separation of variables
3.3 Solutions of one dimensional wave equation
3.4 One dimensional equation of heat conduction
3.5 Steady state solution of two dimensional equation of heat conduction
4.1 Statement of Fourier integral theorem
4.2 Fourier transform pair
4.3 Fourier sine and cosine transforms
4.4 Transforms of simple functions
4.5 Convolution theorem
4.6 Parseval’s identity
5.1 Z-transforms
5.2 Elementary properties
5.3 Inverse Z - transform (using partial fraction and residues)
5.4 Convolution theorem
5.5 Formation of difference equations
5.6 Solution of difference equations using Z - transform.
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