Dear Students the Youtube Video has been uploaded for the following topics:forier seriesfourier series
Dear Students the Lecture Notes has been uploaded for the following topics:Dirichlet’s conditions , General Fourier series, Odd and even functions, Half range cosine series, Harmonic Analysis., Fourier transform pair, Sine and Cosine transforms, Properties, Transforms of simple functions, Convolution theorem, Parseval’s identity
Dear Students the Puzzles has been uploaded for the following topics:Latin square design, Latin square design
Dear Students the Lecture Notes has been uploaded for the following topics:General Fourier series, Solutions of standard types of first order partial differential equations, Solutions of one dimensional wave equation, One dimensional equation of heat conduction, Formation of difference equations
Assignment topic is Application of Fourier Transform and due date is .
Dear Students the Question Bank has been uploaded for the following topics:Unit 1, Unit 1, Unit 3, Unit 4, Unit 5
Dear Students the Lecture Notes has been uploaded for the following topics:Solutions of one dimensional wave equation, Solutions of one dimensional wave equation, One dimensional equation of heat conduction, Steady state solution of two-dimensional equation of heat conduction(Insulated edges excluded), Solution of difference equations using Z-transform, Z-transforms , Elementary properties, Inverse Z-transform , Convolution theorem, Formation of difference equations
Assignment topic is Application of Fourier Transform and due date is .
Dear Students the Resource Link has been uploaded for the following topics:fourier transform
Dear Students the Puzzles has been uploaded for the following topics:fourier series
Dear Students the Lecture Notes has been uploaded for the following topics:Formation of partial differential equations , Lagrange’s linear equation, Solutions of standard types of first order partial differential equations, Linear partial differential equations of second order with constant coefficients(Homogeneous Problems)
