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ELE 745 Digital Communications Xavier Fernando Ryerson Communications Research Lab (RCL) http://www.ee.ryerson.ca/~courses/ele745
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Why DIGICOM? Basic DIGICOM knowledge is needed for all electrical/computer engineers ◦ Power systems rely more & more communications to become Smart Grids ◦ Inter chip and intra-chip communications connect micro electronic systems ◦ Multimedia, control and instrumentation systems use communications ◦ Biomedical engineers use ‘body area networks’ for communications
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DIGICOM is everywhere Wireless has become a necessity Wireless LANs, 802.11, 15, 16, Cellular, LTE, 3G, 4G… Optical Communications: ◦ Almost all phone calls, Most Internet traffic, and Television channels travels via optical fiber Copper wires: ◦ Coaxial cable and twisted pair telephone wires (DSL) are the key for ‘Triple play’ services (voice, data, TV) Satellite: ◦ GPS, XM radio and lot more One fiber can carry up to 6.4 Tb/s or 100 million conversations simultaneously
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Employment Statistics - 2008 (US) ◦ Electrical engineers (power) - 157,800 ◦ Information and Communication Technology (ICT) engineers - 218,400 Computer hardware - 74,700 others - 143700 ◦ Biomedical engineers 16,000 (http://www.bls.gov/oco/ocos027.htm)http://www.bls.gov/oco/ocos027.htm
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International Telecom Market is $2.7 Trillion in 2009 North America: $1.2T
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The Wireless Boom n 2.6 billion mobile phone users worldwide today vs. 1.3 billion fixed landline phones vs. 1.5 billion TV sets in use n Expected to grow to 4.1 billion by 2014 n 37% increase in users over next 6 years Source: Telecom Trends International Inc. (February 2008) n Worldwide RFID revenues estimated to reach $1.2 billion in 2008 31% increase over 2007 revenues Estimated to reach $3.5 billion by 2012 Source: Gartner Research Firm report cited in RFID World February 26, 2008
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Wireless Leaders - 2009 1. China Mobile 60.16 B 2. Vodafone 59.60 B 3. Telefónica 51.56 B 4. T-Mobile/DT 50.16 B 5. AT&T Mobility 49.34 B
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Part - I Digital Communications
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System Overview
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Information Source: ◦ Analog (voice) or digital (e-mail, SMS, fax) Source Encoding: ◦ Removing redundancy (to reduce bit rate) Encrypt: introduce security (optional) Channel Encoding: ◦ Adding redundancy to overcome channel impairments such as noise & distortion Multiplex: Share the channel with other sources
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System Overview Pulse Modulation: ◦ Generate waveform suitable for transmission Bandpass (Passband) Modulation: ◦ Translate the baseband waveform to passband using a carrier
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The Channel Different Channels: Telephone wire, TV (coaxial) Cable, air (wireless), optical fiber The channel adds noise and distortion ◦ Often adds white Gaussian noise and called AWGN channel ◦ Distortion comes from multipath dispersion (in air), inductance, capacitance etc. The channel could be stationary (wires) or time varying (wireless) The channel is usually band-limited (lowpass or bandpass Optical fiber channel offers huge bandwidth
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Why Digital? Analog receiver need to exactly reproduce the waveform, removing noise and distortion Digital receiver only need to make a discrete decision (‘0’ or ‘1’?)
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Why Digital? Complete clean-up and regeneration is possible Advanced processing is possible, such as: ◦ Channel coding (Ex: parity) ◦ Source coding (compression) ◦ Encryption & watermarking ◦ Multiplexing different users (TDMA, CDMA…) ◦ Multiplexing data from different sources (voice, video, data, medical…) ◦ Lossless storing and retrieval ◦ Much more
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An Example
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Basics of Signals
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Deterministic and Random Signals Deterministic signals have known value at any time. Explicit equations can be written ◦ Ex: Random signals are unknown a priory ◦ No equations can be written for the waveform ◦ Statistical properties (mean, variance etc) are used ◦ Ex: Noise, Information t X(t)
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The Unit Impulse Function t X(t) Periodic signals are everlasting signals Continuous and discrete time signals Continuous (time) signal exists in all times
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Energy Signal – That has finite Energy for all time Power Signal – That has finite power for all time
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Energy Spectral Density Since for real signals, X(f) is an even function of frequency,
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Power Spectral Density (Periodic Signal) Power PSD PSD of an aperiodic signal
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Autocorrelation of a Periodic Signal Properties 1-3 are the basic properties
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Autocorrelation of an Energy Signal Properties 1-3 are the basic properties
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Ideal Filters
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Practical Filter
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Baseband and Pass band Spectrum
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