Lecture-10 Communiction Diagram As a Test For Linearity & Time Invariance
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Lecture-11 LTI system
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Lecture-12 Representation of Discrete Time Convolution
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Lecture-13 Representation Of Continuous Time Convolution
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Lecture-14 Properties of Convolution
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Lecture-15 Differential Equations
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Lecture-16 Solving Differential Equation
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Lecture-17 Physical System Relation With Differential Equation
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Lecture-18 System Described by Differential Equation
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Lecture-19 System Described by Differential Equation
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Lecture-20 Difference Equation Intro
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Lecture-21 LTI Systems Described By Difference Equation
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Lecture-22 Filters
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Lecture-23 Implementation with Integrators
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Lecture-24 Theory of Signal Representation
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Lecture-25 Representation of Periodic Signal
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Lecture-26 Fourier Series
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Lecture-27 Fourier Spectrum
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Lecture-28 Fourier Transform
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Lecture-29 Properties of CTFT
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Lecture-30 Properties of CTFT
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Lecture-31 Frequency Response of Continuous System
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Lecture-32 Discrete Signals & System Representation
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Lecture-33 Discrete Time Fourier Transform
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Lecture-34 Properties of Discrete Time Fourier Transform
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Lecture-35 Frequency Response of Discrete LTI System
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Lecture-36 Ideal Sampling
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Lecture-37 Flat Top Sampling
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Lecture-38 Faithful Sampling
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Lecture-39 Interpolation
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Lecture-40 Laplace Transform
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Lecture-41 Inverse Laplace Transform
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Lecture-42 Properties of Laplace Transform
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Lecture-43 Z-Transform
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Lecture-44 Inverse Z Transform
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Lecture-45 Properties of Z Transform
Description:
Instructor: Prof. K.S. Venkatesh, Department of Electrical Engineering, IIT Kanpur.
This course is a study of signals and systems, covering topics: formal definition of 'signal' and 'system', continuous and discrete signals, continuous and discrete-time systems, Linear Time-Invariant (LTI) systems, representation of continuous and discrete-time convolution, differential equations, difference equations, filters, periodic signals, Fourier series, Fourier transform and its properties, discrete-time Fourier transform, frequency response of continuous and discrete LTI systems, sampling, Laplace transform and its properties, inverse Laplace transform, z-transform and its properties, inverse z-transform.