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This book presents digital encoders for data communications. After an introduction on data communications and different sequences, the authors present the frey encoder as a digital filter followed by the trellis-coded and parallel turbo trellis-coded modulation schemes using nonlinear digital encoders. The book contains many numerical examples that complete the description of the analyzed schemes. Also, some performance simulation results are provided. Appendixes include demonstrations for the mathematical apparatus used throughout the book and some Matlab/Simulink source files used to run the…mehr
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This book presents digital encoders for data communications. After an introduction on data communications and different sequences, the authors present the frey encoder as a digital filter followed by the trellis-coded and parallel turbo trellis-coded modulation schemes using nonlinear digital encoders. The book contains many numerical examples that complete the description of the analyzed schemes. Also, some performance simulation results are provided. Appendixes include demonstrations for the mathematical apparatus used throughout the book and some Matlab/Simulink source files used to run the simulations. Therefore, students can easily understand the concepts presented in the book and to simulate the schemes.
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Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Produktdetails
- Produktdetails
- Verlag: Wiley
- Seitenzahl: 151
- Erscheinungstermin: 31. März 2014
- Englisch
- Abmessung: 236mm x 157mm x 20mm
- Gewicht: 454g
- ISBN-13: 9781848216495
- ISBN-10: 1848216491
- Artikelnr.: 39161832
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- 06621 890
- Verlag: Wiley
- Seitenzahl: 151
- Erscheinungstermin: 31. März 2014
- Englisch
- Abmessung: 236mm x 157mm x 20mm
- Gewicht: 454g
- ISBN-13: 9781848216495
- ISBN-10: 1848216491
- Artikelnr.: 39161832
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- 06621 890
Calin Vladeanu is Associate Professor of telecommunications at the University Politehnica of Bucharest, Romania. His current research interests include turbo-coded modulations for wireless communications, applications of nonlinear sequence generators for spreading and channel coding. He is the author of three books (in Romanian) dedicated to CDMA mobile systems. Safwan El Assad is Associate Professor at the University of Nantes, France. His current research interests are in the field of chaos-based exchanged and stored information security, including chaos-based cryptography and crypto-compression systems for secure data transmission and storing, chaos-based watermarking and steganography.
Preface ix
Introduction xi
Chapter 1. Applications of Nonlinear Digital Encoders 1
1.1. Secure communications using nonlinear digital encoders 1
1.1.1. The general nonlinear digital encoder scheme 3
1.1.2. Quasi-chaotic sequence properties 5
1.1.3. An example of simple nonlinear digital encoder: the Frey chaotic
encoder 7
1.1.4. Simulation results revealing the quasi-chaotic properties for the
sequences generated using the Frey encoder 9
1.2. Chaotic spreading sequences for direct-sequence code division multiple
access 15
1.3. Sequence synchronization in discrete-time nonlinear systems 19
1.3.1. An example of sequence synchronization using the inverse system 19
1.3.2. The dead-beat synchronization method 23
1.3.3. A communication scheme using the dead-beat synchronization 25
Chapter 2. Presentation of the Frey Nonlinear Encoder as a Digital Filter
29
2.1. The mathematical analysis of the Frey encoder 29
2.2. The definitions and properties of the unsigned and 2's complement
signed sample operators 30
2.3. The properties of the LCIRC nonlinear function used in the Frey
encoder scheme 38
2.4. The simulation of the Frey sequence generator block in Simulink: some
practical considerations 41
2.4.1. The transmitter chaotic sequence generator 41
2.4.2. The receiver chaotic sequence generator and the dead-beat
synchronization with the transmitter block 43
2.4.3. The Simulink implementations for the blocks used in the Frey chaotic
codec 45
Chapter 3. Trellis-Coded Modulation Schemes Using Nonlinear Digital
Encoders 49
3.1. The presentation of the Frey nonlinear encoder as a convolutional
encoder 49
3.2. Frey encoder trellis design optimization methods for pulse amplitude -
trellis-coded modulation (TCM) schemes 54
3.2.1. Increasing the coding gain by reducing the representation code word
length in the input 56
3.2.2. Equivalence between a nonlinear and a linear encoder in a particular
case 66
3.2.3. Generalized optimum encoder for a PAM-TCM transmission 69
3.2.4. Increasing the coding gain by increasing the number of outputs 75
3.3. Optimum nonlinear encoders for phase shift keying - TCM schemes 84
3.3.1. Rate-1/2 optimum encoder for a QPSK-TCM transmission 84
3.3.2. Generalized optimum encoder for a PSK-TCM transmission 85
3.4. Optimum nonlinear encoders for quadrature amplitude modulation - TCM
schemes 89
3.5. Performance analysis of TCM data communications using modified
nonlinear digital encoders: simulation results 91
Chapter 4. Parallel Turbo Trellis-Coded Modulation Schemes Using Nonlinear
Digital Encoders 97
4.1. Recursive convolutional-left circulate (RC-LCIRC) encoder in a turbo
trellis-coded modulation (TTCM) scheme 97
4.2. New recursive and systematic convolutional nonlinear encoders for
parallel TTCM schemes 100
4.3. Punctured TTCM transmissions using recursive systematic convolutional
nonlinear encoders 108
4.4. Extrinsic information transfer (EXIT) charts analysis for TTCM schemes
using nonlinear RSC encoders 114
4.5. Performance analysis of TTCM data communications using nonlinear
digital encoders: simulation results 115
Appendix 133
Bibliography 145
Index 151
Introduction xi
Chapter 1. Applications of Nonlinear Digital Encoders 1
1.1. Secure communications using nonlinear digital encoders 1
1.1.1. The general nonlinear digital encoder scheme 3
1.1.2. Quasi-chaotic sequence properties 5
1.1.3. An example of simple nonlinear digital encoder: the Frey chaotic
encoder 7
1.1.4. Simulation results revealing the quasi-chaotic properties for the
sequences generated using the Frey encoder 9
1.2. Chaotic spreading sequences for direct-sequence code division multiple
access 15
1.3. Sequence synchronization in discrete-time nonlinear systems 19
1.3.1. An example of sequence synchronization using the inverse system 19
1.3.2. The dead-beat synchronization method 23
1.3.3. A communication scheme using the dead-beat synchronization 25
Chapter 2. Presentation of the Frey Nonlinear Encoder as a Digital Filter
29
2.1. The mathematical analysis of the Frey encoder 29
2.2. The definitions and properties of the unsigned and 2's complement
signed sample operators 30
2.3. The properties of the LCIRC nonlinear function used in the Frey
encoder scheme 38
2.4. The simulation of the Frey sequence generator block in Simulink: some
practical considerations 41
2.4.1. The transmitter chaotic sequence generator 41
2.4.2. The receiver chaotic sequence generator and the dead-beat
synchronization with the transmitter block 43
2.4.3. The Simulink implementations for the blocks used in the Frey chaotic
codec 45
Chapter 3. Trellis-Coded Modulation Schemes Using Nonlinear Digital
Encoders 49
3.1. The presentation of the Frey nonlinear encoder as a convolutional
encoder 49
3.2. Frey encoder trellis design optimization methods for pulse amplitude -
trellis-coded modulation (TCM) schemes 54
3.2.1. Increasing the coding gain by reducing the representation code word
length in the input 56
3.2.2. Equivalence between a nonlinear and a linear encoder in a particular
case 66
3.2.3. Generalized optimum encoder for a PAM-TCM transmission 69
3.2.4. Increasing the coding gain by increasing the number of outputs 75
3.3. Optimum nonlinear encoders for phase shift keying - TCM schemes 84
3.3.1. Rate-1/2 optimum encoder for a QPSK-TCM transmission 84
3.3.2. Generalized optimum encoder for a PSK-TCM transmission 85
3.4. Optimum nonlinear encoders for quadrature amplitude modulation - TCM
schemes 89
3.5. Performance analysis of TCM data communications using modified
nonlinear digital encoders: simulation results 91
Chapter 4. Parallel Turbo Trellis-Coded Modulation Schemes Using Nonlinear
Digital Encoders 97
4.1. Recursive convolutional-left circulate (RC-LCIRC) encoder in a turbo
trellis-coded modulation (TTCM) scheme 97
4.2. New recursive and systematic convolutional nonlinear encoders for
parallel TTCM schemes 100
4.3. Punctured TTCM transmissions using recursive systematic convolutional
nonlinear encoders 108
4.4. Extrinsic information transfer (EXIT) charts analysis for TTCM schemes
using nonlinear RSC encoders 114
4.5. Performance analysis of TTCM data communications using nonlinear
digital encoders: simulation results 115
Appendix 133
Bibliography 145
Index 151
Preface ix
Introduction xi
Chapter 1. Applications of Nonlinear Digital Encoders 1
1.1. Secure communications using nonlinear digital encoders 1
1.1.1. The general nonlinear digital encoder scheme 3
1.1.2. Quasi-chaotic sequence properties 5
1.1.3. An example of simple nonlinear digital encoder: the Frey chaotic
encoder 7
1.1.4. Simulation results revealing the quasi-chaotic properties for the
sequences generated using the Frey encoder 9
1.2. Chaotic spreading sequences for direct-sequence code division multiple
access 15
1.3. Sequence synchronization in discrete-time nonlinear systems 19
1.3.1. An example of sequence synchronization using the inverse system 19
1.3.2. The dead-beat synchronization method 23
1.3.3. A communication scheme using the dead-beat synchronization 25
Chapter 2. Presentation of the Frey Nonlinear Encoder as a Digital Filter
29
2.1. The mathematical analysis of the Frey encoder 29
2.2. The definitions and properties of the unsigned and 2's complement
signed sample operators 30
2.3. The properties of the LCIRC nonlinear function used in the Frey
encoder scheme 38
2.4. The simulation of the Frey sequence generator block in Simulink: some
practical considerations 41
2.4.1. The transmitter chaotic sequence generator 41
2.4.2. The receiver chaotic sequence generator and the dead-beat
synchronization with the transmitter block 43
2.4.3. The Simulink implementations for the blocks used in the Frey chaotic
codec 45
Chapter 3. Trellis-Coded Modulation Schemes Using Nonlinear Digital
Encoders 49
3.1. The presentation of the Frey nonlinear encoder as a convolutional
encoder 49
3.2. Frey encoder trellis design optimization methods for pulse amplitude -
trellis-coded modulation (TCM) schemes 54
3.2.1. Increasing the coding gain by reducing the representation code word
length in the input 56
3.2.2. Equivalence between a nonlinear and a linear encoder in a particular
case 66
3.2.3. Generalized optimum encoder for a PAM-TCM transmission 69
3.2.4. Increasing the coding gain by increasing the number of outputs 75
3.3. Optimum nonlinear encoders for phase shift keying - TCM schemes 84
3.3.1. Rate-1/2 optimum encoder for a QPSK-TCM transmission 84
3.3.2. Generalized optimum encoder for a PSK-TCM transmission 85
3.4. Optimum nonlinear encoders for quadrature amplitude modulation - TCM
schemes 89
3.5. Performance analysis of TCM data communications using modified
nonlinear digital encoders: simulation results 91
Chapter 4. Parallel Turbo Trellis-Coded Modulation Schemes Using Nonlinear
Digital Encoders 97
4.1. Recursive convolutional-left circulate (RC-LCIRC) encoder in a turbo
trellis-coded modulation (TTCM) scheme 97
4.2. New recursive and systematic convolutional nonlinear encoders for
parallel TTCM schemes 100
4.3. Punctured TTCM transmissions using recursive systematic convolutional
nonlinear encoders 108
4.4. Extrinsic information transfer (EXIT) charts analysis for TTCM schemes
using nonlinear RSC encoders 114
4.5. Performance analysis of TTCM data communications using nonlinear
digital encoders: simulation results 115
Appendix 133
Bibliography 145
Index 151
Introduction xi
Chapter 1. Applications of Nonlinear Digital Encoders 1
1.1. Secure communications using nonlinear digital encoders 1
1.1.1. The general nonlinear digital encoder scheme 3
1.1.2. Quasi-chaotic sequence properties 5
1.1.3. An example of simple nonlinear digital encoder: the Frey chaotic
encoder 7
1.1.4. Simulation results revealing the quasi-chaotic properties for the
sequences generated using the Frey encoder 9
1.2. Chaotic spreading sequences for direct-sequence code division multiple
access 15
1.3. Sequence synchronization in discrete-time nonlinear systems 19
1.3.1. An example of sequence synchronization using the inverse system 19
1.3.2. The dead-beat synchronization method 23
1.3.3. A communication scheme using the dead-beat synchronization 25
Chapter 2. Presentation of the Frey Nonlinear Encoder as a Digital Filter
29
2.1. The mathematical analysis of the Frey encoder 29
2.2. The definitions and properties of the unsigned and 2's complement
signed sample operators 30
2.3. The properties of the LCIRC nonlinear function used in the Frey
encoder scheme 38
2.4. The simulation of the Frey sequence generator block in Simulink: some
practical considerations 41
2.4.1. The transmitter chaotic sequence generator 41
2.4.2. The receiver chaotic sequence generator and the dead-beat
synchronization with the transmitter block 43
2.4.3. The Simulink implementations for the blocks used in the Frey chaotic
codec 45
Chapter 3. Trellis-Coded Modulation Schemes Using Nonlinear Digital
Encoders 49
3.1. The presentation of the Frey nonlinear encoder as a convolutional
encoder 49
3.2. Frey encoder trellis design optimization methods for pulse amplitude -
trellis-coded modulation (TCM) schemes 54
3.2.1. Increasing the coding gain by reducing the representation code word
length in the input 56
3.2.2. Equivalence between a nonlinear and a linear encoder in a particular
case 66
3.2.3. Generalized optimum encoder for a PAM-TCM transmission 69
3.2.4. Increasing the coding gain by increasing the number of outputs 75
3.3. Optimum nonlinear encoders for phase shift keying - TCM schemes 84
3.3.1. Rate-1/2 optimum encoder for a QPSK-TCM transmission 84
3.3.2. Generalized optimum encoder for a PSK-TCM transmission 85
3.4. Optimum nonlinear encoders for quadrature amplitude modulation - TCM
schemes 89
3.5. Performance analysis of TCM data communications using modified
nonlinear digital encoders: simulation results 91
Chapter 4. Parallel Turbo Trellis-Coded Modulation Schemes Using Nonlinear
Digital Encoders 97
4.1. Recursive convolutional-left circulate (RC-LCIRC) encoder in a turbo
trellis-coded modulation (TTCM) scheme 97
4.2. New recursive and systematic convolutional nonlinear encoders for
parallel TTCM schemes 100
4.3. Punctured TTCM transmissions using recursive systematic convolutional
nonlinear encoders 108
4.4. Extrinsic information transfer (EXIT) charts analysis for TTCM schemes
using nonlinear RSC encoders 114
4.5. Performance analysis of TTCM data communications using nonlinear
digital encoders: simulation results 115
Appendix 133
Bibliography 145
Index 151