About Course
signal and system. One of the most fundamental courses for electrical engineering students, especially communication and control engineering majors, is of course signals and systems.
This course is all about the basics of what signal and system are, and how they are characterized and how can one deal with them systematically. After the general introduction to basics and definitions of signals and systems, gradually starts to build up the powerful tools of manipulating signals mathematically, tools like Fourier series and transform, and Laplace and Ztransform. There is also a very interesting chapter about sampling and modulation, and how can one basically take samples from a continuous signal and prepare it for transmission, via modulation.
Who this course is for:
 Electrical Engineers
 Engineering Students
 Electrical Technicians
 Tech Enthusiasts
 Electrical Engineering Students
 Electrical Engineering Enthusiasts
 Computer engineering students
 System Engineering Students
Course Content
signal and system

Signal basics, examples, representations and definitions in Signals & Systems
10:18 
System basics, types, examples and representations in Signals & Systems
12:04 
Classifications of Signals in Signals & Systems
00:00 
Operations on Signal (Shifting of signal, Folding of Signal, Scaling of Signal, Arithmetic operation
00:00 
Examples on Scaling Operations (Amplitude Scaling and Time Scaling)
00:00 
Examples on Signal Operations (Shifting of signal, Folding of Signal, Scaling of Signal, Arithmetic)
00:00 
Unit Step Signal Basics, Function, Graph, Properties and Examples
00:00 
Unit impulse Signal Basics, Function, Graph, Properties and Examples
00:00 
Impulse Function Examples based on Integration
00:00 
Signum Function Basics, Graph & relationship with unit step signal
00:00 
Unit ramp Signal Basics, Function, Graph & relationship with unit step signal
00:00 
Example of Ramp signal based on graph and function
00:00 
Unit Parabolic Signal Basics, Function, Graph & relationship with unit step and unit ramp signal
00:00 
Rectangular Pulse basics, Function, Graph and Examples of Rectangular pulse
00:00 
Sinc function and Sampling function Comparison, basics, Graph and Example
00:00 
Classifications of Signals basics, definition and Conditions
00:00 
Continuous time and discrete time signals
00:00 
Deterministic and Random signal
00:00 
Even and Odd signal
00:00 
Even and Odd components of signal with Example
00:00 
Example of Even and Odd components of signal based on function
00:00 
Example of Even and Odd components of signal based on graph
00:00 
Periodic and Aperiodic Signal
00:00 
Periodicity check by Ratio and GCD method with Example
00:00 
Checking of periodicity for discrete signal with examples
00:00 
Energy and Power signal in Signal and System
00:00 
Example on Energy and Power based on graph
00:00 
Energy and Power of Rectangular pulse and Square waves
00:00 
Energy and Power of Unit step signal and exponential signal
00:00 
Energy and Power of Triangular signal
00:00 
Energy and Power of Exponential signal with positive coefficient
00:00 
Energy and Power of Discrete signal in Signal and System
00:00 
Example of Energy and Power signal
00:00 
Energy of Time scaled Signal
00:00 
Example of Energy and Verification by Parseval’s Energy Theorem
00:00 
Real and Imaginary Signals in Signal and System
00:00 
Classifications of Systems in Signal and System
00:00 
Linear and Nonlinear systems, Classification of Systems
00:00 
Time Variant and Time Invariant system, Classification of Systems
00:00 
Linear Time Variant LTV and Linear Time Invariant LTI systems, Classification of Systems
00:00 
Static and Dynamic system, Classification of Systems
00:00 
Causal and Non Causal Systems, Classification of Systems
00:00 
Examples of Causality check in Signal and System
00:00 
Invertable and Non Invertable systems, Classification of Systems
00:00 
Stable and Unstable systems, Classification of Systems
00:00 
Examples of stability check in Signal and System
00:00 
Impulse Response of the System and relationship of impulse Response with transfer function
00:00 
Convolution basics, functions, formulas and Importance in Signal and System
00:00 
Properties of convolution in Signal and System by Engineering Funda
00:00 
Additional properties of convolution in Signal and System
00:00 
Scaling of convolution in Signal and System
00:00 
Area calculation of convolution with examples
00:00 
Limits of convolution or range of convolution
00:00 
Convolution by slide and shift method
00:00 
Convolution by image method in Signal and System
00:00 
Example of convolution using distributive property
00:00 
Example of convolution in Signal and System
00:00 
Example of convolution based on properties of convolution
00:00 
Example of convolution based on area of convoluted signal and convolution of Ramp signal
00:00 
Linear convolution for discrete signal
00:00 
Circular convolution or periodic convolution
00:00 
Circular convolution by Matrix method
00:00 
Deconvolution of signal
00:00 
Division method for deconvolution
00:00 
Laplace transform basics, Importance, definition and Formula
00:00 
Relation between Laplace transform and Fourier transform
00:00 
Inverse Laplace transform
00:00 
Conditions for existence of Laplace transform
00:00 
Properties of Laplace transform
00:00 
Linearity property of Laplace transform
00:00 
Time shifting property of Laplace transform
00:00 
Frequency shifting property of Laplace transform
00:00 
Time reversal property of Laplace transform
00:00 
Time scaling property of Laplace transform
00:00 
Differentiation and integration properties of Laplace transform
00:00 
Multiplication and convolution properties of Laplace transform
00:00 
Initial value theorem basics, definition, function and example
00:00 
Final value theorem basics, definition, function and example
00:00 
Region of convergence ROC basics, properties and examples in Laplace transform
00:00 
Example on Laplace transform and Region Of Convergence ROC for right sided signal
00:00 
Example on Laplace transform and Region Of Convergence ROC for left sided signal
00:00 
Examples on Laplace transform and Region Of Convergence ROC for exponential signal
00:00 
Examples of Laplace transform and Region Of Convergence ROC
00:00 
Example on Laplace transform and Region Of Convergence ROC for NO ROC
00:00 
Laplace transform and Region Of Convergence ROC for DC signal
00:00 
Laplace transform and Region Of Convergence ROC for signum function
00:00 
Unilateral Laplace transform basics, function, example and comparison with Laplace transform
00:00 
Laplace transform and unilateral Laplace transform for impulse signal using time shifting property
00:00 
Standard signals with their Laplace transform and Region Of Convergence ROC
00:00 
Example of Laplace transform using time shifting property
00:00 
Example of Inverse Laplace transform using time shifting property
00:00 
Example of Laplace transform using frequency shifting property
00:00 
1. Example of inverse Laplace transform
00:00 
2. Examples of inverse Laplace transform
00:00 
1. Impulse response from transfer function using inverse Laplace transform
00:00 
2. Impulse response from transfer function using inverse Laplace transform
00:00 
Impulse response from differential equation using inverse Laplace transform
00:00 
Examples of final value theorem and initial value theorem
00:00 
Unilateral Laplace transform of shifted impulse signal
00:00 
Causality and stability using Laplace transform
00:00 
Causality and stability from differential equation using Laplace transform
00:00 
Laplace transform of shifted Ramp and shifted step signal
00:00 
Z Transform introduction and basics
00:00 
Z transform and Inverse Z transform, Relation of Z transform with discrete Fourier Transform
00:00 
Examples of Z Transform for finite discrete sequence
00:00 
Examples of Inverse Z Transform
00:00 
1. Example of Z Transform for standard basic signal
00:00 
2. Example of Z Transform for standard basic signal
00:00 
3. Example of Z Transform for standard basic signal
00:00 
Z Transform of Unit Step Signal
00:00 
Z Transform of Unit Impulse Signal
00:00 
1. Z Transform of Cosine Signal
00:00 
2. Z Transform of Cosine Signal
00:00 
Z Transform of Fundamental Signals
00:00 
Initial value theorem and Final value theorem in Z Transform
00:00 
Example based on Initial value theorem in Z Transform
00:00 
Example based on Final value theorem in Z Transform
00:00 
Properties of Z Transform
00:00 
Linearity property of Z Transform
00:00 
Time shifting property of Z Transform
00:00 
Time reversal property of Z Transform
00:00 
Scaling property of Z Transform
00:00 
Differentiation property of Z Transform
00:00 
Multiplication and convolution property in Z Transform
00:00 
Region Of Convergence ROC of Z Transform
00:00 
Region Of Convergence ROC of Impulse Function in Z Transform
00:00 
Region Of Convergence ROC of Discrete time sequence in Z Transform
00:00 
Stability and Causality check by Region Of Convergence ROC in Z Transform
00:00 
1. GATE Example of Z Transform
00:00 
2. GATE Example of Z Transform
00:00 
3. GATE Example of Z Transform
00:00 
Example of Z Transform using Differentiation property of Z transform
00:00 
Example of Inverse Z Transform using Differentiation property of Z transform
00:00 
Example of Z Transform using Convolution property of Z Transform
00:00 
Transfer Function and Impulse Response in Z Transform
00:00 
Impulse Response of the system in Z Transform
00:00 
1. Example of Stability and Causality check by Region Of Convergence ROC in Z Transform
00:00 
2. Example of Stability and Causality check by Region Of Convergence ROC in Z Transform
00:00 
Example of Region Of Convergence ROC in Z Transform
00:00 
Example of Region Of Convergence ROC in Z Transform
00:00 
Example of Z Transform using Time Shifting property in Z Transform
00:00 
Stability of system from Characteristic Equation in Z Transform
00:00 
Unilateral Z Transform, basics, examples and Comparison of Unilateral Z Transform & Z transform
00:00 
Long division method for Inverse Z Transform
00:00 
Direct method or partial fraction method to get inverse Z Transform
00:00 
Residue Method to get Inverse Z Transform
00:00 
Fourier Series basics and Fourier Series representation
00:00 
Fourier series coefficient calculation
00:00 
Fourier Series properties
00:00 
Symmetry property of Fourier Series
00:00 
Spectral properties of periodic signal in Fourier series
00:00 
Dirichlet’s Conditions for existence of Fourier Series
00:00 
Trigonometric Fourier Series
00:00 
Exponential Fourier Series
00:00 
Relation between Trigonometric Fourier series and Exponential Fourier Series coefficient
00:00 
Polar form of Fourier Series
00:00 
Example of Fourier Series coefficient
00:00 
Prediction of nature of Fourier Series coefficient
00:00 
Example of Fourier Series with direct form
00:00 
Fourier Series representation using symmetry of signal
00:00 
Example of Fourier Series representation using symmetry of signal
00:00 
Fourier Series of discrete time signal
00:00 
Relation between Trigonometric and Exponential Fourier Series coefficient based on phase angle
00:00 
DC component of Fourier Series
00:00 
Example of DC component of Fourier Series
00:00 
Amplitude of fundamental component and harmonics of signal using Fourier series
00:00 
Fourier transform basics and conditions for existence of Fourier Transform
00:00 
Derivation of Fourier transform equation from Fourier Series
00:00 
Fourier transform of a Rectangular Function Or Gate function
00:00 
Fourier transform of Impulse function
00:00 
Fourier transform of DC signal
00:00 
Fourier transform of Cosine signal
00:00 
Fourier transform of Unit Step signal
00:00 
Fourier Transform of Shifted Unit Step signal
00:00 
Fourier transform of Two Sided Exponential Signal
00:00 
Fourier transform of some standard basic signals
00:00 
Properties of Fourier Transform
00:00 
Linearity property of Fourier Transform [Statement, Proof and Examples]
00:00 
Time shifting property of Fourier Transform [Statement, Proof and Examples]
00:00 
Frequency shifting property of Fourier Transform [Statement, Proof and Examples]
00:00 
Differentiation and Integration properties of Fourier Transform [Statement, Proof and Examples]
00:00 
Time scaling property of Fourier Transform [Statement, Proof and Examples]
00:00 
Multiplication and Convolution properties of Fourier Transform [Statement and Examples]
00:00 
Duality or similarity property of Fourier Transform [Statement and Examples]
00:00 
Examples of Inverse Fourier Transform
00:00 
Example of Fourier Transform based on spectral property
00:00 
Distortion less transmission of signal
00:00 
Hilbert Transform (Basics, Definition, Function and properties)
00:00 
Correlation (Basics, Definition, Function, Types & Importance)
00:00 
Auto correlation of Energy signal (Basics, Definition and Function)
00:00 
Properties of Auto correlation for Energy Signal
00:00 
Property 1 – Auto correction Function for Energy Signal (Property & Proof)
00:00 
Property 2 – Auto correction Function for Energy Signal (Property & Proof)
00:00 
Property 3 – Auto correction Function for Energy Signal (Property & Proof)
00:00 
Property 4 – Auto correction Function for Energy Signal (Property & Proof)
00:00 
Auto correlation for periodic power signal (Basics, Function and Properties)
00:00 
Example of Auto Correlation for Energy signal
00:00 
Example of Auto Correlation for Power signal
00:00 
Cross Correlation of Energy Signals (Basics, Definition, Function and Properties)
00:00 
Cross Correlation of Power Signals (Basics, Definition, Function and Properties)
00:00 
Relation between Input Spectral Density and Output Spectral Density
00:00 
Example of Energy Spectral Density
00:00 
Example of Power from Power Spectral Density
00:00
Student Ratings & Reviews
No Review Yet