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Introduction to Mobile Communications

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Title: Introduction to Mobile Communications


1
Introduction to Mobile Communications
  • TCOM 552, Lecture 3
  • Hung Nguyen, Ph.D.
  • 18 September, 2006

2
Outline
  • Channel Capacity
  • Signal-to-Noise Ratio (SNR)
  • Multiplexing
  • Digital Modulation
  • Analog Modulation
  • Coding
  • Simplex and Duplex Transission

3
About Channel Capacity
  • Impairments, such as noise, limit data rate that
    can be achieved
  • Channel Capacity the maximum rate at which data
    can be transmitted over a given communication
    path, or channel, under given conditions

4
Transmission Impairments
  • Signal received may differ from signal
    transmitted
  • Analog - degradation of signal quality
  • Digital - bit errors
  • Caused by
  • Attenuation and attenuation distortion
  • Delay distortion
  • Noise

5
Attenuation
  • Signal strength falls off with distance
  • Depends on medium
  • Received signal strength
  • must be enough to be detected
  • must be sufficiently higher than noise to be
    received without error
  • Attenuation is an increasing function of
    frequency

6
Noise (1)
  • Additional EM energy and signals on the receiver
  • Thermal -- usually inserted by receiver circuits
  • Due to thermal agitation of electrons
  • Uniformly distributed
  • White noise
  • Intermodulation
  • Signals that are the sum and difference of
    original frequencies sharing a medium, and
    falling within the desired signals passband

7
Noise (2)
  • Crosstalk
  • A signal from one line or channel is picked up by
    another
  • Impulse
  • Irregular pulses or spikes
  • e.g. External electromagnetic interference
  • Short duration
  • High amplitude
  • Multipath
  • See in later Sessions, causes distortions

8
Signal-to-Noise Ratio
  • Ratio of the power in a signal to the power
    contained in the noise thats present at a
    particular point in the transmission
  • Typically measured at a receiver
  • Signal-to-noise ratio (SNR, or S/N)
  • A high SNR means a high-quality signal, low
    number of required intermediate repeaters
  • SNR sets upper bound on achievable data rate

9
Signals and Noise
High SNR
Lower SNR
10
Concepts Related to Channel Capacity
  • Data rate - rate at which data can be
    communicated (bps)
  • Bandwidth - the bandwidth of the transmitted
    signal as constrained by the transmitter and the
    nature of the transmission medium (Hertz)
  • Noise - average level of noise over the
    communications path
  • Error rate - rate at which errors occur
  • Error transmit 1 and receive 0 transmit 0 and
    receive 1

11
Nyquist Bandwidth
  • For binary signals (two voltage levels)
  • C 2B
  • With multilevel signaling
  • C 2B log2 M
  • M number of discrete signal or voltage levels

12
Shannon Capacity Formula
  • Equation
  • Represents theoretical maximum that can be
    achieved
  • In practice, somewhat lower rates achieved
  • Formula assumes white noise (thermal noise)
  • Worse when other forms of noise are included
  • Impulse noise
  • Attenuation distortion or delay distortion
  • Interference

13
Example of Nyquist and Shannon Formulations
  • Spectrum of a channel between 3 MHz and 4 MHz
    SNRdB 24 dB
  • Using Shannons formula

14
Example of Nyquist and Shannon Formulations
  • How many signaling levels are required?

15
Multiplexing
  • Capacity of transmission medium usually exceeds
    capacity required for transmission of a single
    signal
  • Multiplexing - carrying multiple signals on a
    single medium
  • More efficient use of transmission medium

16
Multiplexing
17
Reasons for Widespread Use of Multiplexing
  • Cost per kbps of transmission facility declines
    with an increase in the data rate
  • Cost of transmission and receiving equipment
    declines with increased data rate
  • Most individual data communicating devices
    require relatively modest data rate support

18
Multiplexing Techniques
  • Frequency-division multiplexing (FDM)
  • Takes advantage of the fact that the useful
    bandwidth of the medium exceeds the required
    bandwidth of a given signal --- different users
    at different frequency bands or subbands
  • Time-division multiplexing (TDM)
  • Takes advantage of the fact that the achievable
    bit rate of the medium exceeds the required data
    rate of a digital signal --- different users at
    different time slots

19
Frequency-division Multiplexing
20
Time-division Multiplexing
21
Multiplexing and Multiple Access
  • Both refer to the sharing of a communications
    resource, usually a channel
  • Multiplexing usually refers to sharing some
    resource by doing something at one site --- e.g.,
    at the multiplexer
  • Often a static or pseudo-static allocation of
    fractions of the multiplexed channel, e.g., a T1
    line. Often refers to sharing one resource. The
    division of the resource can be made on
    frequency, or time, or other physical feature
  • Multiple Access shares an asset in a distributed
    domain
  • i.e., multiple users at different places sharing
    an overall media, and using a scheme where it is
    divided into channels based on frequency, or time
    or another physical feature
  • Usually dynamic

22
Factors Used to CompareModulation and Encoding
Schemes
  • Signal spectrum
  • With fewer higher frequency components, less
    bandwidth required --- Spectrum Efficiency
  • For wired comms with no DC component, AC
    coupling via transformer possible --- DC
    components cause problems
  • Transfer function of a channel is worse near band
    edges -- always better to constrain signal
    spectrum well inside the spectrum available
  • Synchronization and Clocking
  • Determining when 0 phase occurs -- carrier synch
  • Determining beginning and end of each bit
    position -- bit sync
  • Determining frame sync --- usually layer above
    physical

23
Signal Modulation/Encoding Criteria
Demodulating/Decoding Accurately
  • What determines how successful a receiver will be
    in interpreting an incoming signal?
  • Signal-to-noise ratio SNR
  • Signal power/noise power
  • Note power energy per unit time
  • Data rate (R)
  • Bandwidth (BW)
  • An increase in data rate increases bit error rate
  • An increase in SNR decreases bit error rate
  • An increase in bandwidth allows an increase in
    data rate

24
Factors Used to CompareModulation/Encoding
Schemes
  • Signal interference and noise immunity ---
  • Performance in the presence of interference and
    noise
  • For a given signal power level, the effect of
    noise and interference is then labeled the Power
    Efficiency
  • For digital modulation, Prob. Of Bit Error
    function (SNR) where N includes the interference
    terms
  • More exactly, Prob. Bit Error function (Energy
    per bit/Noise power density, with noise including
    interference and other noise like terms) --- see
    next chart
  • Cost and complexity
  • Usually the higher the signal and data rates
    require a higher complexity and greater the cost

25
A Figure of Merit in CommunicationsNoise
Immunity
  • For digital modulation one bottom line Figure of
    Merit (FOM) is Probability of Bit Error (Pe) --
    Lowest for Most Accurate Decoding of Bit Stream
  • Prob. Bit Error function of (Eb/N0)
  • Many functions for many different modulation and
    coding types have been computed - usually
    decreases with increasing Eb/N0
  • Eb energy per bit
  • N0 noise spectral density Noise Power N
    (N0) BW
  • Note Includes Interference and Intermodulation
    and Crosstalk
  • (Eb/N0) is a critically important number for
    digital comms
  • Eb/N0 (SNR)(BW/R) ---- important formula --
    derive it
  • SNR is signal to noise ratio, a ratio of power
    levels
  • BW is signal bandwidth, R is data rate in
    bits/sec
  • For analog modulation the FOM is SNR
  • Signal quality given by subjective statistical
    scores -- voice 1-5 (high)
  • FM requires a lower SNR than AM for the same
    signal quality

26
Basic Modulation/Encoding Techniques
  • Digital data to analog signal --- Digital
    Modulation
  • Amplitude-shift keying (ASK)
  • Amplitude difference of carrier frequency
  • Frequency-shift keying (FSK)
  • Frequency difference near carrier frequency
  • Phase-shift keying (PSK)
  • Phase of carrier signal shifted

27
Basic Encoding Techniques
28
Amplitude-Shift Keying
  • One binary digit represented by presence of
    carrier, at constant amplitude
  • Other binary digit represented by absence of
    carrier
  • where the carrier signal is Acos(2pfct)

29
Amplitude-Shift Keying
  • Susceptible to sudden gain changes
  • Inefficient modulation technique
  • On voice-grade lines, used up to 1200 bps
  • Used to transmit digital data over optical fiber

30
Binary Frequency-Shift Keying (BFSK)
  • Two binary digits represented by two different
    frequencies near the carrier frequency
  • where f1 and f2 are offset from carrier frequency
    fc by equal but opposite amounts

31
Binary Frequency-Shift Keying (BFSK)
  • Less susceptible to error than ASK
  • On voice-grade lines, used up to 1200bps
  • Used for high-frequency (3 to 30 MHz) radio
    transmission
  • Can be used at higher frequencies on LANs that
    use coaxial cable

32
Multiple Frequency-Shift Keying (MFSK)
  • More than two frequencies are used
  • More bandwidth efficient but more susceptible to
    error
  • fi fc (2i 1 M)fd
  • fc the carrier frequency
  • fd the difference frequency
  • M number of different signal elements 2 L
  • L number of bits per signal element

33
Multiple Frequency-Shift Keying (MFSK)
  • To match data rate of input bit stream, each
    output signal element is held for
  • Ts LT seconds
  • where T is the bit period (data rate 1/T)
  • So, one signal element encodes L bits

34
Multiple Frequency-Shift Keying (MFSK)
  • Total bandwidth required
  • 2Mfd
  • Minimum frequency separation required 2fd 1/Ts
  • Therefore, modulator requires a bandwidth of
  • Wd 2L/LT M/Ts

35
Multiple Frequency-Shift Keying (MFSK)
36
Phase Shift Keying (PSK)
  • The signal carrier is shifted in phase according
    to the input data stream
  • 2 level PSK, also called binary PSK or BPSK or
    2-PSK, uses 2 phase possibilities over which the
    phase can vary, typically 0 and 180 degrees --
    each phase represents 1 bit
  • can also have n-PSK -- 4-PSK often is 0, 90, 180
    and 270 degrees --- each phase then represents 2
    bits
  • Each phase called a symbol
  • Each bit or groups of bits can be represented by
    a phase value (e.g., 0 degrees, or 180 degrees),
    or bits can be based on whether or not phase
    changes (differential keying, e.g., no phase
    change is a 0, a phase change is a 1) --- DPSK

37
Phase-Shift Keying (PSK)
  • Two-level PSK (BPSK)
  • Uses two phases to represent binary digits

38
Phase-Shift Keying (PSK)
  • Differential PSK (DPSK)
  • Phase shift with reference to previous bit
  • Binary 0 signal burst of same phase as previous
    signal burst
  • Binary 1 signal burst of opposite phase to
    previous signal burst

39
Phase-Shift Keying (PSK)
  • Four-level PSK (QPSK)
  • Each element represents more than one bit

40
Quadrature PSK
  • More efficient use by each signal element (or
    symbol) representing more than one bit
  • e.g. shifts of ?/2 (90o)
  • In QPSK each element or symbol represents two
    bits
  • Can use 8 phase angles and have more than one
    amplitude -- then becomes QAM then (combining PSK
    and ASK)
  • QPSK used in different forms in a many cellular
    digital systems
  • Offset-QPSK OQPSK The I (0 and 180 degrees) and
    Q (90 and 270 degrees) quadrature bits are offset
    from each other by half a bit --- becomes a more
    efficient modulation, with phase changes not so
    abrupt so better spectrally, and more linear
  • p/4-QPSK is a similar approach to OQPSK, also used

41
Multilevel Phase-Shift Keying (MPSK)
  • Multilevel PSK
  • Using multiple phase angles multiple signals
    elements can be achieved
  • D modulation rate, baud
  • R data rate, bps
  • M number of different signal elements or
    symbols 2L
  • L number of bits per signal element or symbol
  • e.g., 4-PSK is QPSK, 8-PSK, etc

42
Quadrature Amplitude Modulation
  • QAM is a combination of ASK and PSK
  • Two different signals sent simultaneously on the
    same carrier frequency

43
Quadrature Amplitude Modulation
44
Quadrature Amplitude Modulation (QAM)
  • The most common method for quad (4) bit transfer
  • Combination of 8 different angles in phase
    modulation and two amplitudes of signal
  • Provides 16 different signals (or symbols),
    each of which can represent 4 bits (there are 16
    possible 4 bit combinations)

45
Quadrature Amplitude Modulation Illustration --
Example of Constellation Diagram
  • Notice that there are 16 circles or nodes, each
    represents a possible amplitude and phase, and
    each represents 4 bits
  • Obviously there are many such constellation
    diagrams possible --- the technical issue winds
    up being that as the nodes get closer to each
    other any noise can lead to the receiver
    confusing them, and making a bit error

46
Performance of Digital Modulation Schemes
  • Bandwidth or Spectral Efficiency
  • ASK and PSK bandwidth directly related to bit
    rate
  • FSK bandwidth related to data rate for lower
    frequencies, but to offset of modulated frequency
    from carrier at high frequencies
  • Determined by C/BW i.e. bps/Hz
  • Noise Immunity or Power Efficiency In the
    presence of noise, bit error rate of PSK and QPSK
    are about 3dB superior to ASK and FSK ---- i.e.,
    x2 less power for same performance
  • Determined by BER as function of Eb/N0

47
Spectral Performance
  • Bandwidth of modulated signal (BT)
  • ASK, PSK BT (1r)R
  • FSK BT 2DF(1r)R
  • R bit rate
  • 0 lt r lt 1 related to how signal is filtered
  • DF f2-fc fc-f1

48
SPECTRAL Performance
  • Bandwidth of modulated signal (BT)
  • MPSK
  • MFSK
  • L number of bits encoded per signal element
  • M number of different signal elements

49
BER vs.. Eb/N0
In Stallings
50
BER vs.. Eb/N0 (contd)
In Stallings
51
Power-Bandwidth Efficiency Plane
From Bernard Sklar
52
Analog Modulation Techniques
  • Analog data to analog signal
  • Also called analog modulation
  • Amplitude modulation (AM)
  • Angle modulation
  • Frequency modulation (FM)
  • Phase modulation (PM)

53
AM Modulation Demodulation
  • Top left source (baseband) signal to be
    modulated
  • Bottom left modulated signal, carrier lines
    inside white
  • Right demodulated after it is transmitted and
    received (note after 1.e-3 similarity except for
    attenuation)

54
FM Modulation Demodulation
Input Voice and Received Voice after Transmission
and Reception, Using FM --- Only a Little Noise
-- Notice Similarity
55
Input Voice and Received Voice after Transmission
and Reception, Using FM --- Lots More Noise in
Channel -- Notice that Received Signal is NOT
What Was Transmitted
56
Amplitude Modulation
  • Amplitude Modulation
  • cos2?fct carrier
  • x(t) input signal
  • na modulation index
  • Ratio of amplitude of input signal to carrier
  • a.k.a double sideband transmitted carrier (DSBTC)

57
Spectrum of AM signal
58
Amplitude Modulation
  • Transmitted power
  • Pt total transmitted power in s(t)
  • Pc transmitted power in carrier

59
Single Sideband (SSB)
  • Variant of AM is single sideband (SSB)
  • Sends only one sideband
  • Eliminates other sideband and carrier
  • Advantages
  • Only half the bandwidth is required
  • Less power is required
  • Disadvantages
  • Suppressed carrier cant be used for
    synchronization purposes

60
Angle Modulation
  • Angle modulation
  • Phase modulation
  • Phase is proportional to modulating signal
  • np phase modulation index

61
Angle Modulation
  • Frequency modulation
  • Derivative of the phase is proportional to
    modulating signal
  • nf frequency modulation index

62
Angle Modulation
  • Compared to AM, FM and PM result in a signal
    whose bandwidth
  • is also centered at fc
  • but has a magnitude that is much different
  • Angle modulation includes cos(f (t)) which
    produces a wide range of frequencies
  • Thus, FM and PM require greater bandwidth than AM

63
Angle Modulation
  • Carsons rule
  • where
  • The formula for FM becomes

64
Coding
  • Encoding sometimes is used to refer to the way in
    which analog data is converted to digital signals
  • e.g., A/Ds, PCM or DM
  • Source Coding refers to the way in which basic
    digitized analog data can be compressed to lower
    data rates without loosing any or to much
    information -- e.g., voice, video, fax, graphics,
    etc.

65
Coding (contd)
  • Channel coding refers to signal transformations
    used to improve the signals ability to withstand
    the channel propagation impairments --- two types
  • Waveform coding --- transforms signals
    (waveforms) into better ones --- able to
    withstand propagation errors better --- this
    refers to different modulation schemes, M-ary
    signaling, spread spectrum
  • Forward Error coding (FEC), also called Sequence
    coding, transforms data bits sequences into those
    that are less error prone, by inserting redundant
    bits in a smart way -- e.g., block and
    convolutional codes

66
Basic Encoding Techniques
  • Analog data to digital signal
  • Used for digitization of analog sources
  • Pulse code modulation (PCM)
  • Delta modulation (DM)
  • After the above, usually additional processing
    done to compress signal to achieve similar signal
    quality with fewer bits --- called source coding

67
Analog to Digital Conversion
  • Once analog data have been converted to digital
    signals, the digital data
  • can be transmitted using NRZ-L
  • can be encoded as a digital signal using a code
    other than NRZ-L
  • can be modulated to an analog signal for wireless
    transmission, using previously discussed
    techniques

68
Pulse Code Modulation
  • Based on the sampling theorem
  • Each analog sample is assigned a binary code
  • Analog samples are referred to as pulse amplitude
    modulation (PAM) samples
  • The digital signal consists of block of n bits,
    where each n-bit number is the amplitude of a PCM
    pulse

69
Pulse Code Modulation
70
Pulse Code Modulation
  • By quantizing the PAM pulse, original signal is
    only approximated
  • Leads to quantizing noise
  • Signal-to-noise ratio for quantizing noise
  • Thus, each additional bit increases SNR by 6 dB,
    or a factor of 4

71
Delta Modulation
  • Analog input is approximated by staircase
    function
  • Moves up or down by one quantization level (?) at
    each sampling interval
  • The bit stream approximates derivative of analog
    signal (rather than amplitude)
  • 1 is generated if function goes up
  • 0 otherwise

72
Delta Modulation
73
Delta Modulation
  • Two important parameters
  • Size of step assigned to each binary digit (?)
  • Sampling rate
  • Accuracy improved by increasing sampling rate
  • However, this increases the data rate
  • Advantage of DM over PCM is the simplicity of its
    implementation

74
Source Coding
  • Voice or Speech or Audio
  • Basic PCM yields 4 KHz2 samples/Hz8
    bits/sample64 Kbps -- music/etc up to 768 Kbps
  • Coding can exploit redundancies in the speech
    waveform -- one way is LPC, linear predictive
    coding --- predicts whats next, sends only the
    changes expected
  • RPE and CELP (Code Excited LPC) used in cell
    phones, using LPC, at rates of 4 to 9.6 to 13
    kbps
  • Graphics and Video e.g., JPEG or GIF, MPEG

75
Reasons for Growth of Digital Modulation and
Transmission
  • Cheaper components used in creating the
    modulations and doing the encoding, and similarly
    on the receivers
  • Best performance in terms of immunity to noise
    and in terms of spectral efficiency --- improved
    digital modulation and channel coding techniques
  • Great improvements in digital voice and video
    compression
  • Voice to about 8 Kbps at good quality, video
    varies to below 1 Mbps provide increased capacity
    in terms of numbers of users in given BW
  • Dynamic and efficient multiple access and
    multiplexing techniques using TDM, TDMA and CDMA,
    even when some larger scale Frequency Allocations
    (FDMA) -- labeled as combinations
  • Easier and simpler implementation interfaces to
    the digital landline networks and IP

76
Duplex Modes
  • Duplex modes refer to the ways in which two way
    traffic is arranged
  • One way vs. two way
  • Simplex (one way only),
  • Half duplex (both ways, but only one way at a
    time),
  • Duplex (two ways at the same time)
  • If duplex, question is then how one separates the
    two ways
  • In wired systems, it could be in different wires
    (or cables, fibers, etc)

77
Duplex Modes (contd)
  • FDD, frequency division duplex. Both wired and
    wireless one way is to separate the two paths in
    frequency. If two frequencies, or frequency
    bands, are separate enough, no cross interference
  • Cellular systems are all FDD
  • Its clean and easy to do, good performance, but
    it limits channel assignments and is not best for
    asymmetric traffic
  • TDD is time division duplex, same frequencies are
    used both ways, but time slots are assigned one
    way or the other
  • Good for asymmetrical traffic, allows more
    control through time slot reassignments
  • But strong transmissions one way could interfere
    with other users
  • Mostly not used in cellular, but 3G has one such
    protocol, and low tier portables also
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