Канал: VKY Academy - Смотреть видео c канала или скачать видео c канала в MP4, музыку MP3 на телефон или компьютер.

$Lecture -23: Numerical - Inverse z transform using partial fraction expansion method$

L-1 : Introduction to Signals | Classifications | Examples | Signals and Systems

VKY Academy

VKY Academy

L-1 : Introduction to Signals | Classifications | Examples | Signals and Systems

What is PN Junction Diode? Construction and Working Principle of PN Junction Diode | Part-1

Ex-2 | How to Examine the Stability of a System Using Routh's Stability Criterion | Control Systems

How to Examine the Stability of a characteristics equation using Routh's Method | Control System

How to Design a 4x1 Multiplexer using 2x1 Multiplexer Only ?

What is a Multiplexer ? Design of Multiplexer

How to Design a Full Adder Using Two Half Adder? | Digital System Design | Digital Electronics | DEC

Full Adder Design | Digital System Design | Digital Electronics | DEC

Half Adder Design | Digital System Design | Digital Electronics | DEC

Circular Convolution Using Matrix Method | Digital Signal Processing | Signals and Systems

Circular Convolution Using Concentric Circle Method | Graphical Method

Circular Convolution Using Linear Convolution | Signals and Systems | Digital Signal Processing

Parseval's Theorem of DFT Proof | Properties of DFT

Multiplication or Modulation Property of DFT Proof | Properties of DFT

Circular Correlation Property of DFT with Proof | Properties of DFT

Conjugate Property of DFT with Proof | Properties of DFT

Circular Convolution Property of DFT | DFT Properties Proof

Circular Frequency Shift Property of DFT | DFT Properties Proof

Circular Time Shift Property of DFT | Properties of DFT

periodicity Property of DFT | Properties of DFT

Properties of DFT | Linearity Property of DFT

Compute 4 point DFT using Radix-2 DIT FFT of the sequence x(n) = {0,1,2,3}

Radix-2 DIT-FFT (Decimation in Time -Fast Fourier Transform) 8-Point DFT using DIT-FFT | Butterfly

Radix-2 DIT-FFT (Decimation in Time -Fast Fourier Transform) 4-Point DFT using DIT-FFT

Numerical-1 Inverse Z Transform of Logarithmic Function | Inverse z - transform of log (1-az^-1)

Convolution of Discrete Time Signal | Discrete Convolution Derivation | Properties of Convolution

Representing a Discrete Time Signal by Impulses | Impulse Representation of DTS | Shifted Impulses

causal and Non Causal Systems final | Classifications of Discrete Time Systems | Signals and Systems

Numerical-7,8 | Periodic and Aperiodic Signals | Discrete Time Periodic Signal | Fundamental Period

Static and Dynamic Systems | Classifications of Discrete Time Systems | Memoryless and with memory

Time Variant (TV) and Time Invariant Systems(TIV) | Classifications of Discrete Time Systems

Linear and Non linear Systems | Classifications of Discrete Time Systems | y(n) = x^2(n)

Numerical-6 | Periodic and Aperiodic Signals | Discrete Time Periodic Signal | Fundamental Period

Numerical-4,5 | Periodic and Aperiodic Signals | Discrete Time Periodic Signal | Fundamental Period

Numerical-2,3 | Periodic and Aperiodic Signals | Discrete Time Periodic Signal | Fundamental Period

Numerical-1 | Periodic and Aperiodic Signals | Discrete Time Periodic Signal | Fundamental Period

Periodic and Aperiodic Signals | Discrete Time Periodic Signal | Periodicity

Energy Signals and Power Signals | Ramp Signal is Neither Energy Nor Power Signal (NENP)

Numericals(8,9) | Neither Energy nor Power Signals (NENP Signals) | Signals and Systems | DTS

Numerical-7 | Energy signals and Power Signals | Constant x(n) = K is Energy Signal or Power Signal

Numerical 6| Check u [n] is Energy Signal or Power Signal | Unit Step Signal is Energy or Power

Numerical 5 | Check cos(πn/4) is Energy Signal or Power Signal | Trigonometric Function

Numerical 4 | Check sin(πn/4) is Energy Signal or Power Signal | Trigonometric Function

Numerical-3 | Energy Signals or Power Signals | Complex Exponential Signal is Energy or Power Signal

Numerical2 | Check δ [n] is Energy Signal or Power Signal | Unit Impulse Signal is Energy or Power

Numerical1 | Check (1/2)^n u(n) Energy or Power Signal | Classifications of Discrete Time Signals

Energy Signal and Power Signal | Classifications of Discrete Time Signals | Signals and Systems

Symmetric (Even) and Antisymmetric (Odd) Signal | Classifications of Discrete Time Signals

Causal Signal, Non-Causal Signal and Anti-Causal Signal | Classifications of Discrete Time Signals

Deterministic and non deterministic Signal | Classifications of Discrete time Signals

MATLAB Lesson | Generate Discrete Time Unit Step Signal | Signals and Systems

GATE-2021 Syllabus Changed

Operations on Discrete Time Signal | Folding |Time Reversal| Folding + Shifting | x(-n-k) | x(-n+k)

Operations on Discrete Time Signal | Time Scaling| Up Sampling | Down Sampling | Decimation | x(kn)

Operations on Discrete Time Signal | Time Shifting | Time Advance | x(n+k) | Time Delay | x(n-k)

Operations on Discrete Time Signal | Addition Operation | Multiplication | Amplitude Scaling

Representation of a Discrete-Time Signal | Sequence, Functional, Graphical, Tabular Representation

L-2 : Continuous Time Signal vs Discrete Time Signal | Analog vs Digital | Signals and Systems

MATLAB Lesson | Generate Discrete Time Unit Impulse Signal | Unit Sample Sequence

Lecture -8 : 8 Point Linear Transformation Matrix | 8x8 W Matrix | DFT | DSP | Signals and Systems

Number System Part-4 : Representation of a Negative Number|Sign Bit |1's Complement | 2's Complement

Number System Part-3 : Binary Arithmetic || Addition || Multiplication || Division

Number System Part-2 : Introduction to number systems || Octal and Hexadecimal Number System

Lecture-7 : Numerical || IDFT as Linear Transformation || Discrete Fourier Transform (DFT) || DSP

Lecture-6 : Numerical || DFT as Linear Transformation || Discrete Fourier Transform (DFT) || DSP

Lecture-5: 4 Point Linear Transformation Matrix (Discrete Fourier Transform) Signals and Systems/DSP

Lecture-4: DFT as Linear Transform (N X N) Linear Transform Matrix (Digital Signal Processing)

Lecture-3 : Compute IDFT (Inverse Discrete Fourier Transform)

Lecture-2 : Compute 4 point DFT of a given discrete time sequence (Discrete Fourier Transform)

Lecture-1 DFT Introduction (Discrete Fourier Transform)

Number System Part-1 : Introduction to number systems (Decimal to Binary & Binary to Decimal)

Lecture#6 CMOS Inverter design using DSCH Microwind software (VLSI Design)

Lecture - 20: 4/4 Solution of difference equation using one sided z transform (example)

Lecture - 20: 3/4 Numerical on one sided Z transform or Unilateral z transform[x(n-2)]

Lecture - 20: 2/4 Numerical on one sided Z transform or Unilateral z transform[x(n+2)]

Lecture-24: Inverse Z Transform using Long Division Method

Lecture -23: Numerical - Inverse z transform using partial fraction expansion method