EGR 544 Communication Theory

EGR 544 Communication Theory EGR 544-1 Introduction Z. Aliyazicioglu Electrical and Computer Engineering Department Cal Poly Pomona Introduction • ...
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EGR 544 Communication Theory

EGR 544-1 Introduction

Z. Aliyazicioglu Electrical and Computer Engineering Department Cal Poly Pomona

Introduction • • • • •

Office : Building 9-143 Office Hours : M Class Folder: EGR54401 Course Webpage: www.calpolypomona.edu/~zaliyazici/ece544 Grading: Exam 1 Exam 2 Final Homework/Quiz Project



Textbook: Digital Communication, 4th Ed. John Proakis, MCGraw Hill 2000 Textbook website www.mhhe.com/engcs/electrical/proakis



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Electrical & Computer Engineering Dept.

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Introduction Prerequisites • Probability and Random Processes • Communication Systems Reference: • • • •

[1] Introduction to Digital Communication, by Rodger E. Zeimer and Roger L. Peterson, Second Edition, Prentice Hall, 2001. [2] Digital Communications, by Bernard Sklar, Second Edition, Prentice Hall, 2001 [3] Communication Systems , Simon Haykin, 4th Ed. Wiley, 2001, ISBN 0-471-17869-1 [4] Probability, Random Variables, and Random Processes, A. A. Papoulis, 4th Ed., McGraw-Hill, 2001.

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Definition Device transfer information from one location (time) to another location (time) Digital: Smoke, Morse Code Telegraph Analog: Commercial Radio, TV Digital: Data, Computer, HDTV

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Types of Communication Systems • Point to Point: Telephone, Fax • Point to Multipoint: Broadcast (Radio, TV) • Simplex: One Way • Duplex: Two Ways

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Design Consideration Cost/Performance Trade Off Cost Power Bandwidth Complexity

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Performance Data Rate Bit Error Probability Transmission Range Fault Tolerance Adaptive to Environment Security Anti Jamming Capability Low Probability of Interception

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Analog Modulation

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Digital Modulation

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Pulse Modulation

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Why Study digital communications? • Digital receiver needs only distinguish between two waveforms it is possible to exactly recover digital information • Transmitted bits can be detected and regenerated, so Noise does not propagate additively. • More signal processing techniques are available to improve system performance: source coding, channel (error-correction) coding, equalization, encryption, filtering,… • Better “control” and more flexibility. . . • Digital ICs are inexpensive to manufacture. A single chip can be mass produced at low cost, no mater how complex • Digital communications permits integration of voice, video, and data on a single system (ISDN) • Implementation by software instead of hardware • Security is easier to implement.

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Digital Communication System • The basic elements of a digital communication system Information Source

Source Encoder

Channel Encoder

Digital Modulator Discrete Channel

Source Decoder

Output

Channel Decoder

Information & Coding Theory

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Noise Channel

Digital Demodulator Modulation & Detection Theory

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Digital Communication System • Source are converted into a sequence of binary digits which is called information sequence • Represent the source by an efficient number of binary digits • Efficiently converting the source into a sequence of binary digits is a process, which is called source encoding of data compression • Channel encoder adds some redundancy into binary information sequence that can be used for handle noise and interference effects at the receiver. • Digital modulator maps the binary information sequence into signal waveforms. • Communication channel is used to send the signal from the transmitter to the receiver. Physical channels: the atmosphere, wireless, optical, compact disk,…. Cal Poly Pomona

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Digital Communication System • Digital demodulator receives transmitted signal contains the information which is corrupted by noise • Cannel decoder attempts the reconstruct the original information sequence from knowledge of the code used by channel encoder. • Source decoder attempts the reconstruct the original signal from the binary information sequence using the knowledge of the source encoding methods. • The difference between the original signal and the reconstructed signal is measured of the distortion introduced by the digital communication system • Estimate what was send, aiming at the minimum possible probability of making mistakes

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Communication channels and their characteristics •



Physical channel media – magnetic-electrical signaled wire channel – modulated light beam optical (fiber) channel – antenna radiated wireless channel – acoustical signaled water channel Virtual channel – magnetic storage media

• Noise characteristic – thermal noise (additive noise) – signal attenuation – phase distortion – multi-path distortion • Limitation of channel usage – transmitter power – receiver sensitivity – channel capacity (such as bandwidth) Cal Poly Pomona

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Communication channels and their characteristics

Frequency range for guided wire channel

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Communication channels and their characteristics

Frequency range for wireless electromagnetic channels. [Adapted from Carlson (1975), 2nd edition

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Communication channels and their characteristics • Additive noise channel

s(t )

r (t ) = α s(t ) + n(t )

+ n(t )

r (t ) = α s(t ) + n(t )

• where α is the attenuation factor, s(t) is the transmitted signal, and n(t) is the additive random noise process. • Called Additive Gaussian noise channel if n(t) is a Gaussian noise process.

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Communication channels and their characteristics • The linear filter channel with additive noise – to ensure the specified bandwidth limitations.

s(t )

Linear filter c(t) Channel

r (t ) = s(t ) ∗ c(t ) + n(t )

+ n(t )

r (t ) = s(t ) ∗ c (t ) + n(t ) ∞

= ∫ c (τ )s(t − τ ) dτ + n(t ) −∞

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Communication channels and their characteristics • The linear time-variant filter channel with additive noise – Time-variant multipath propagation.

s(t )

Linear time-variant Filter c(τ ;t) Channel

r (t ) = s(t ) ∗ c(τ ;t ) + n(t )

+ n(t )

r (t ) = s(t ) ∗ c (τ ;t ) + n(t ) ∞

= ∫ c (τ ;t )s(t − τ ) dτ + n(t ) −∞

where c(τ ;t) is the response of the channel time t due to an impulse applied at time t- τ. Cal Poly Pomona

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