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ECE 442 COMMUNICATION SYSTEM DESIGN LECTURE 1. MODULATION Husheng Li Dept. of EECS The University of Tennessee
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ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

Jan 01, 2016

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Page 1: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

ECE 442 COMMUNICATION SYSTEM DESIGNLECTURE 1. MODULATIONHusheng Li

Dept. of EECS

The University of Tennessee

Page 2: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

COURSE INFORMATION

Lecturer: Husheng Li Time: 12:40pm --- 1:55pm Location: MK404 Office time: 3pm --- 4pm, everyday Office: MK644 Course website http://web.eecs.utk.edu/~husheng/ECE442_2012.htm

Page 3: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

TEXTBOOK

A. B. Carlson and P. B. Crilly, Communication Systems, 5th edition, McGraw Hill, 2010

Page 4: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

REFERENCE BOOK (1)

J.Proakis and M. Salehi, Digital Communications, 5th Edition, McGraw Hill, 2008

Page 5: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

REFERENCE BOOK (2)

A. Goldsmith, Wireless Communications, Cambridge, 2005

Page 6: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

REFERENCE BOOK (3)

D. Tse and P. Viswanath, Fundamentals of Wireless Communication, Cambridge, 2005

Page 7: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

LOGISTICS

Grading: midterm/final tests (50%), homework (4 problems each week, 25%), projects (totally 3, 25%)

Projects: Project 1: Use Matlab Simulink to simulate the

performance of a communication system (deadline: midterm)

Project 2: Use Matlab to implement the coding and decoding algorithms of convoulutional codes. Evaluate the performance (deadline: April 15th).

Project 3: A report about 4G systems (deadline: Final exam)

Page 8: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

COVERAGE

Page 9: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

DIGITAL MODULATION / DEMODULATION

Modulation means loading digital information bits into the continuous waveforms at the transmitter. Demodulation is the inverse procedure.

When a sinusoidal signal is used for radio emission, the information can be carried at the three elements: amplitude (amplitude-shift keying: ASK), frequency (frequency-shift keying: FSK) and phase (phase-shift keying: PSK).

)sin()( wtAtx

Page 10: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

ILLUSTRATION

Page 11: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

BANDPASS SIGNAL

Any modulated bandpass signal can be writtend in the following quadratic-carrier form:

The equivalent lowpass spectrum is defined as

)sin()()cos()()( twtxtwtxAtx cqcic

)()()( fGfGfG qilp

Page 12: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

AMPLITUDE MODULATION

An M-ary ASK signal can be written as

A special case is called OOK.

k

Dk kDtpatx )()(

Page 13: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

SPECTRUM EFFICIENCY The spectrum efficiency is given by

HzbpsM /log2

Page 14: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

QAM

Quadrature-carrier AM (QAM) achieves twice the spectrum efficiency of binary ASK

Signal Constellation

Page 15: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

PHASE MODULATION

An M-ary PSK signal is expressed in general by

which can be decomposed into the quadrature form.

k

Dkccc kDtptwAtx )()cos()(

QPSK 8-PSK

Page 16: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

FREQUENCY MODULATION

In FSK, the frequency is given by

kdck afff

Page 17: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

SPECTRUM OF FSK

The i and q elements of Sunde’s FSK are mutually independent.

Sunde’s FSK has very little spillover.

Page 18: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

M-ARY ORTHOGONAL FSK AND CPFSK

For the M-ary orthogonal FSK, the M keyed frequencies are spaced by

In CPFSK, the information signal is

the RF signal is then given by

2/2/12 rDfd

0

)()(k

Dk kDtpatx

t

dccc dxwtwAtx0

cos)(

Page 19: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

COHERENT BINARY SYSTEMS

A coherent bandpass system employs information about the carrier frequency and phase at the receiver to detect the message.

A noncoherent system does not need synchronization with the carrier phase, thus causing performance degradation compared with coherent bandpass system.

Page 20: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

BANDPASS BINARY RECEIVER

The filter for optimum binary detection should be matched to the difference between the two signaling waveforms.

Page 21: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

TWO ALTERNATIVE APPROACHES

Parallel matched

filter

Correlation detector

Page 22: ECE 442 C OMMUNICATION S YSTEM D ESIGN L ECTURE 1. M ODULATION Husheng Li Dept. of EECS The University of Tennessee.

HOW TO ANALYZE THE BIT ERROR RATE?

When the two possible outputs are z1 and z0, the bit error rate is given by

2

|| 01 zzQPe