Assistant Professor, D J Sanghvi College of Engineering

3.E.3 Probability of Error for BFSK
8:52
3.E.3 Probability of Error for BFSK
3.E.5 Probability of Error for 16-QAM
4:32
3.E.5 Probability of Error for 16-QAM
3.E.4 Probability of Error for QPSK
6:40
3.E.4 Probability of Error for QPSK
3.B.4.5 Non-Offset QPSK: Intro, Equation, Transmitter, PSD, B.W., Demodulator, Constellation Diagram
9:56
3.B.4.5 Non-Offset QPSK: Intro, Equation, Transmitter, PSD, B.W., Demodulator, Constellation Diagram
3.E.2 Probability of Error for BASK
5:28
3.E.2 Probability of Error for BASK
3.E.1 Probability of Error for BPSK
13:24
3.E.1 Probability of Error for BPSK
3.B.4.4 Offset QPSK: Demodulator, Constellation Diagram
11:32
3.B.4.4 Offset QPSK: Demodulator, Constellation Diagram
3.B.4.3 Offset QPSK: Power Spectral Density, Bandwidth, Spectral Efficiency
5:39
3.B.4.3 Offset QPSK: Power Spectral Density, Bandwidth, Spectral Efficiency
3.B.4.2 Offset QPSK: Transmitter, Waveforms, Phasor Representation
18:15
3.B.4.2 Offset QPSK: Transmitter, Waveforms, Phasor Representation
3.B.4.1 QPSK: Quadrature Phase Shift Keying (Intro)
13:25
3.B.4.1 QPSK: Quadrature Phase Shift Keying (Intro)
3.B.6 Comparison of PSK Techniques (Trade-off between bandwidth & Euclidian distance)
6:23
3.B.6 Comparison of PSK Techniques (Trade-off between bandwidth & Euclidian distance)
3.C.2 QAM: Quadrature Amplitude Modulation
28:41
3.C.2 QAM: Quadrature Amplitude Modulation
3.B.5.2 M-ary Phase Shift Keying (Receiver, Signal Space Representation)
13:32
3.B.5.2 M-ary Phase Shift Keying (Receiver, Signal Space Representation)
3.B.5.1 M-ary Phase Shift Keying (Intro, Equation, Transmitter, PSD, Bandwidth, Spectral Efficiency)
22:51
3.B.5.1 M-ary Phase Shift Keying (Intro, Equation, Transmitter, PSD, Bandwidth, Spectral Efficiency)
3.D.1 BFSK: Binary Frequency Shift Keying
27:21
3.D.1 BFSK: Binary Frequency Shift Keying
3.C.1 BASK: Binary Amplitude Shift Keying
20:10
3.C.1 BASK: Binary Amplitude Shift Keying
3.B.1 BPSK: Binary Phase Shift Keying
31:29
3.B.1 BPSK: Binary Phase Shift Keying
3.A.4 Power Spectral Density of Bipolar and Unipolar NRZ line Codes
16:47
3.A.4 Power Spectral Density of Bipolar and Unipolar NRZ line Codes
3.A.5 Carrier Signal: Representation & Power Spectral Density
7:14
3.A.5 Carrier Signal: Representation & Power Spectral Density
3.A.6 Application of Convolution to find Power Spectral Density
5:25
3.A.6 Application of Convolution to find Power Spectral Density
3.A.3 Line Coding Techniques (PAM Waveforms)
15:31
3.A.3 Line Coding Techniques (PAM Waveforms)
3.A.2 Overview of Digital Modulation Techniques
8:34
3.A.2 Overview of Digital Modulation Techniques
3.A.1 Digital Modulation Techniques: Introduction
9:05
3.A.1 Digital Modulation Techniques: Introduction
2.C.6 Convolutional Codes: Generalized Encoding (Code Tree)
21:43
2.C.6 Convolutional Codes: Generalized Encoding (Code Tree)
2.C.5 Convolutional Codes: Generalized Encoding (State Table, State Diagram)
27:50
2.C.5 Convolutional Codes: Generalized Encoding (State Table, State Diagram)
2.C.4 Convolutional Codes: Encoding (Transform-Domain Approach)
13:01
2.C.4 Convolutional Codes: Encoding (Transform-Domain Approach)
2.C.3 Convolutional Codes: Encoding (Time-Domain Approach)
15:25
2.C.3 Convolutional Codes: Encoding (Time-Domain Approach)
2.C.2 Convolutional Codes: Encoder Realization (Pictorial Representation)
17:51
2.C.2 Convolutional Codes: Encoder Realization (Pictorial Representation)
2.B.13 Hardware implementation of systematic cyclic code decoder g(x) = x^3 + x + 1 (Numerical)
17:45
2.B.13 Hardware implementation of systematic cyclic code decoder g(x) = x^3 + x + 1 (Numerical)
2.B.12 Systematic Cyclic Decoding g(x) = x^3 + x^2 + 1 & g(x)= 1 + x^2 + x^3 Poly. div. (Numerical)
15:40
2.B.12 Systematic Cyclic Decoding g(x) = x^3 + x^2 + 1 & g(x)= 1 + x^2 + x^3 Poly. div. (Numerical)