Modulation Techniques for Mobile Radio l Modulation is

Modulation Techniques for Mobile Radio l Modulation is the process of encoding the baseband or source information (voice, video, text) in a manner suitable for transmission. l It generally involves translating a baseband signal (or source) to a band pass signal, centered at a high carrier frequency. Demodulation is the process of extracting the baseband message l 1

Modulation Techniques Modulation Analog Modulation (First Generation (1 G) Mobile Radio) 2 Digital Modulation (2 G, 3 G, 4 G, 5 G systems)

Review of Analog Modulation Techniques Amplitude Modulation (AM) 3 • Message Signal -- • Carrier Signal -- • AM Signal --

Singleband AM Signal Lower Sideband Upper Sideband Where the Hilbert transform is defined as: ; 4

Balanced Modulator Carrier fc -90 o phase shift 5 ∑ 90 o

Properties of SSB l l l 6 Bandwidth of SSB is very efficient = fm (half of AM bandwidth) However, Doppler spreading and Rayleigh fading can shift the signal spectrum, causing distortion. Frequency of the receiver oscillator must be exactly the same as that of the transmitted carrier fc. If not, this results in a frequency shift fc f, causing distortion.

Pilot Tone SSB l l l 7 Transmit a low level pilot tone along with the SSB signal. The pilot tone has information on the frequency and amplitude of the carrier. The pilot tone can be tracked using signal processing FFSR - Feed Forward Signal Regeneration.

Properties of TTIB system l l 8 Base band signal is split into two equal width segments. Small portion of audio spectrum is removed and a low-level pilot tone is inserted in its place. This procedure maintains the low bandwidth of the SSB signal. Provides good adjacent channel protection.

Demodulation of AM signals 9 • Coherent Modulation • Non-coherent demodulation • Envelope Detectors

Frequency Modulation 10 • Message Signal – • FM Signal – • Power in FM Signal – • Bandwidth of FM >> Bandwidth of AM (hence higher quality in audio, music)

FM methods FM Modulation l Direct Method – VCO l Indirect Method – Armstrong FM Detection l Slope Detection l Zero Crossing Detection l PLL Detection l Quadrature Detection 11

Comparison between AM and FM 12 FM • FM signals are less noisy, because amplitude of signal is constant • The modulation index can be varied to obtain greater SNR(6 d. B for each doubling in bandwidth) • FM signals occupy more bandwidth (good for audio) AM • AM signals are more noisy, amplitude cannot be limited • Modulation index cannot be changed automatically. • AM signals occupy lesser bandwidth (good for video)

Digital Modulation l l l 13 VLSI and DSP promoted the advent of Digital Modulation Low noise Easier multiplexing of information (voice, data, video) Can accommodate digital transmission errors, source coding, encryption and equalization. DSP can implement digital modulators, demodulators completely in software.

Basics of digital communications 14 l In digital communication systems, the message) is represented as a time sequence of symbols or pulses. l Each symbol has m finite states l Number of bits required for m states: n = log 2 m bits/symbol

Shannon’s bandwidth theorem l Shannon's formula: Channel capacity C= Maximum bit rate C = B log 2(1 + S/N) S/N = Signal to Noise ratio B = Channel bandwidth 15

l Practical digital systems For US digital cellular standard, R = 48. 6 kbps RF bandwidth = 30 KHz For SNR 20 d. B => 100 C = 30000 * log 2(1 + S/N) l 16 = 30000 * log 2(1 + 100) = 199. 75 kbps For GSM standard, R = 270. 833 kbps C = 1. 99 Mbps for S/N = 30 d. B

Line Coding l l 17 Line codes are used to convert bits into voltages. Line codes provide the pulses to represent 0 s and 1 s. Line codes can be: o Return-to-zero (RZ) o Non-return-to-zero (NRZ) Line codes are Unipolar (0, V) or Bipolar ( -V, V )

Unipolar NRZ 1 0 1 1 V 0 V -V 18 Unipolar RZ Bipolar NRZ 0

Pulse Shaping Techniques Bandlimited Channel l l 19 ISI – Inter Symbol Interference Due to sharp edges in rectangular pulses Pulse shaping techniques reduce the inter-symbol effects

Pulse shaping filters l l l 20 Raised cosine filter As the value of (roll-off factor) increases, the bandwidth of the filter also increases As the value of a (roll-off factor) increases, the time sidelobe levels decrease.

Symbol rate with raised-cosine filter l Symbol rate possible through raised cosine filter where B is the filter bandwidth 21

Types of Digital Modulation Linear 22 Amplitude of transmitted signal varies linearly with message signal m(t) Low bandwidthallows more users Example systems: Non-Linear Spread Spectrum Amplitude of carrier is constant Transmissio n bandwidth >> signal bandwidth High bandwidth – Low noise FSK, GMSK More usershigh bandwidth W-CDMA, cdma 2000

Linear digital modulation l l 23 PSK or Phase Shift Keying of carrier: SPSK = A cos(wt + fk) fk = 0, p (BPSK) fk = 0, p/2, p, 3 p/2 (QPSK) fk = 0, p/4, p/2, 3 p/4, p, 5 p/4, 3 p/2, 7 p/4 (0 PSK)

Properties of PSK l 24 BPSK BW = 2 RB = 2 / TB Pe, BPSK = Q[√(2 EB / N 0)] RB – Bit rate, TB – Bit period EB /N 0 – SNR l QPSK BW = RB = 1 / TB Pe, QPSK = Q[√(2 EB / N 0)]

Nonlinear digital modulation Frequency shift keying l 25 The frequency of a constant amplitude carrier signal is switched between 2 values ( 1 and 0)

Properties of FSK l Transmission Bandwidth BT = 2 f + 2 B B = Bandwidth of digital base-band signal l If a raised cosine pulse-shaping filter is used BT = 2 f + (1 + )R l Probability of error 1/2 Pe, FSK = Q[(EB / N 0) ] 26

Modulation performance in fading channels s(t) r(t) Fading Channel r(t) = (t) e-j (t) s(t) + n(t) = gain of the channel 27 (t) = phase shift of the channel n(t) = additive Gaussian noise

BER with noise and fading Eb/No PSK FSK 28 SNR (with fading) G = 2

l 29 Spread Spectrum Modulation techniques Spread spectrum techniques employ a transmission bandwidth >> signal bandwidth l The system is inefficient for a single user, but is efficient for many users l Many users use the same bandwidth without significantly interfering with one another

Principle of Spread Spectrum l l l 30 Spread spectrum signals are PN (pseudo – noise) sequence or code. Spread spectrum signals are demodulated at the receiver by cross correlation with the correct PN sequence. PN codes are approximately orthogonal, and the receiver can separate each user based on their codes.

Advantages of spread spectrum techniques 31 l Spread spectrum communications (3 G) offer high bandwidth compared to 1 G and 2 G systems. l Resistance to multi-path fading, because of large bandwidths and narrow time widths.

PN Sequences l l l 32 Pseudo Noise sequence is a binary sequence of 1 s and -1 s PN sequences are generated by using sequential logic circuits PN sequence is unique for each user and allows users to share bandwidth without interference

Frequency Hopped Spread spectrum (FHSS) l l 33 l A frequency hopping signal periodically changes the carrier frequency by using PN control The set of possible carrier frequencies is called a hopset Hit => Two users using the same frequency band at the same time Bandwidth of channel B Bandwidth of spectrum total bandwidth Wss

Methodology of FHSS l l 34 Time duration between hops hopping period Ts Data is sent by hopping the transmitter carrier over the hopset generated by PN codes Small bursts of data are sent before T/R hops again Hit => Two users using the same frequency band at the same time

Frequency Hopping Modulator DATA Frequency Oscillator Synchronizer Code Block 35 Frequency Hopping Signal PN Code Generator

Frequency hopping demodulator Wideband Filter Frequency Hopping Signal 36 BP Filter Demodulation DATA Frequency Synthesizer PN Code Generator Synchronization System

Parameters of FH-SS l 37 Probability of error for BPSK Spread Spectrum Pe = 0. 5 x e -Eb/ 2 N 0 x (1 – ph ) + 0. 5 ph ph = probability of hit = 1 – (1 – 1/M)K-1 M = number of hopping channels K = Total number of users

Direct Sequence Spread Spectrum (DSSS) code C 1 C 2 frequency CN time 38

Properties of DSSS signal 39 l Message signal is a time sequence of non-overlapping pulses of duration T, each of which has an amplitude (+/-) 1. l The PN waveform consists of N pulses or chips for message symbol period T. NTC = T where TC is the chip period.

Example: N=4 1 -1 40 PN Wave for N =4

DSSS Transmitter 1 mk(t) 41 k

CDMA Receiver (. )dt 42

Parameters of DSSS l Probability of bit error (BER) Pe = Q {1/ [(K – 1)/3 N + (N 0/2 Eb)]1/2} K = Number of users N = Number of chips/ symbol 43

Important Advantages of CDMA l l 44 Many users of CDMA use the same frequency Multipath fading may be substantially reduced because of large signal bandwidth. There is no absolute limit on the number of users in CDMA System performance gradually degrades for all users as the number of users is increased.

Drawbacks of CDMA 45 l Self-jamming is a problem in a CDMA system. Self-jamming occurs because the PN sequences are not exactly orthogonal. l The near- far problem occurs at a CDMA receiver if an undesired user has high detected power as compared to the desired user.