NIT Delhi Syllabus for Signal Transformation

 

NIT Delhi Syllabus

 Signal Transformation

 

 

SIGNAL TRANSFORMATIONS

Matrix theory: elementary row and column operations on a matrix  – rank of matrix- caley-hamilton

theorem. laplace transformation: laplace transform  – inverse laplace transform  – properties of laplace

transform function  – solution of ordinary differential equations. fourier series and fourier transforms:

expansion of a function in fourier series for a given range  – fourier transformation  – sine and cosine

transformation, gating functions.partial differential equations: solutions of wave equation, laplace’s

equation by the method of separation of variables, Z Transform and Inverse Z Transform, properties of ZT,

Region of Convergence

 

Matrix theory: elementary row and column operations on a matrix  – rank of matrix- caley-hamilton

theorem. laplace transformation: laplace transform  – inverse laplace transform  – properties of laplace

transform function  – solution of ordinary differential equations. fourier series and fourier transforms:

expansion of a function in fourier series for a given range  – fourier transformation  – sine and cosine

transformation, gating functions.partial differential equations: solutions of wave equation, laplace’s

equation by the method of separation of variables, Z Transform and Inverse Z Transform, properties of ZT,

Region of Convergence

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