Wireless transceiver architecture : bridging RF and digital communications /

"Presents transceiver system design and architecture in terms of budgeting a transceiver, transceivers architectures, and algorithms for transceivers"--

Λεπτομέρειες βιβλιογραφικής εγγραφής
Κύριος συγγραφέας: Baudin, Pierre (Electrical engineer)
Μορφή: Ηλ. βιβλίο
Γλώσσα:English
Έκδοση: Chichester, West Sussex, United Kingdom : John Wiley & Sons, 2014.
Θέματα:
Διαθέσιμο Online:Full Text via HEAL-Link
Πίνακας περιεχομένων:
  • I Between Maxwell and Shannon
  • Chapter 1. The digital communications point of view
  • 1.1 Bandpass signal representation
  • 1.2 Bandpass noise representation
  • 1.3 Digital modulations examples
  • 1.4 First transceivers architecture
  • Chapter 2. The Electromagnetism point of view
  • 2.1 Free space radiation
  • 2.2 Conducted propagation
  • 2.3 The propagation channel
  • Chapter 3. The wireless standards point of view
  • 3.1 Medium access strategies
  • 3.2 Metrics for transmitters
  • 3.3 Metrics for receivers
  • II Implementation limitations
  • Chapter 4. Noise
  • 4.1 Analogue electronic noises
  • 4.2 Noisy devices characterization
  • 4.3 LO phase noise
  • 4.4 Linear EVM
  • 4.5 Quantization noise
  • 4.6 Analogue vs. digital worlds conversions
  • Chapter 5. Nonlinearity
  • 5.1 Smooth AM-AM conversion
  • 5.2 Hard AM-AM conversion
  • 5.3 AM-PM conversion, memory effect
  • 5.4 Baseband devices
  • Chapter 6. RF Impairments
  • 6.1 Frequency conversion
  • 6.2 Gain and phase imbalance
  • 6.3 Mixers implementation
  • 6.4 Frequency planning
  • 6.5 DC offset, LO leakage
  • III Transceivers dimensioning
  • Chapter 7. Transceivers budgets
  • 7.1 Considered transceiver architecture
  • 7.2 Budgeting a transmitter
  • 7.3 Budgeting a receiver
  • Chapter 8. Transceivers architectures
  • 8.1 Transmitters
  • 8.2 Receivers
  • Chapter 9. Algorithms for transceivers
  • 9.1 Transmit side
  • 9.2 Receive side
  • Appendix 1. Correlations
  • Appendix 2. Stationarity
  • Appendix 3. Moments of normal random vectors.