4.2 Digital Transmission Pulse Modulation (Part 2.1)

Slides:



Advertisements
Similar presentations
Signal Encoding Techniques
Advertisements

Teknik Enkoding Pertemuan 08 Matakuliah: H0484/Jaringan Komputer Tahun: 2007.
Data and Computer Communications Eighth Edition by William Stallings Lecture slides by Lawrie Brown Chapter 5 – Signal Encoding Techniques.
Data and Computer Communications Eighth Edition by William Stallings Lecture slides by Lawrie Brown Chapter 5 – Signal Encoding Techniques.
Data and Computer Communications
Data and Computer Communications Chapter 5 – Signal Encoding Techniques.
1 Data Encoding – Chapter 5 (part 1) CSE 3213 Fall /2/2015 9:13 AM.
Chapter 5 – Signal Encoding and Modulation Techniques
Physical Layer – Part 2 Data Encoding Techniques
EE 4272Spring, 2003 Chapter 5 Data Encoding Data Transmission Digital data, digital signal Analog data, digital signal: e.g., voice, and video are often.
4.2 Digital Transmission Pulse Modulation (Part 2.1)
William Stallings Data and Computer Communications 7th Edition
Networks: Data Encoding1 Data Encoding Techniques.
Physical Layer – Part 2 Data Encoding Techniques
Data Encoding Techniques
Signal Encoding Lesson 05 NETS2150/2850
Pulse Modulation CHAPTER 4 Part 3
331: STUDY DATA COMMUNICATIONS AND NETWORKS.  1. Discuss computer networks (5 hrs)  2. Discuss data communications (15 hrs)
Sami Al-Wakeel 1 Data Transmission and Computer Networks Data Encoding.
LECTURE 5 CT1303 LAN. DATA ENCODING Digital signal: is a sequence of discrete, discontinuous voltage pulses. Each pulse is a signal element Binary data.
DIGITAL-TO-DIGITAL CONVERSION
Base-Band Digital Data Transmission Prepared By: Amit Degada. Electronics Engineering Department, Sardar Vallabhbhai National Institute of Technology,
COSC 3213 – Computer Networks I Summer 2003 Topics: 1. Line Coding (Digital Data, Digital Signals) 2. Digital Modulation (Digital Data, Analog Signals)
Aegis School of Telecommunication Telecom Systems I by Dr. M. G. Sharma, Phd. IIT Kharagpur Microwaves and Antennas.
EE 3220: Digital Communication Dr. Hassan Yousif Ahmed Department of Electrical Engineering College of Engineering at Wadi Aldwasser Slman bin Abdulaziz.
Data Communications Chapter 5 Data Encoding.
Pulse Code Modulation (PCM)
COMMUNICATION SYSTEM EEEB453 Chapter 5 (Part IV) DIGITAL TRANSMISSION.
© Janice Regan, CMPT 128, CMPT 371 Data Communications and Networking Digital Encoding.
PULSE CODE MODULATION (PCM)
British Computer Society (BCS)
Digital Communications
EEC4113 Data Communication & Multimedia System Chapter 2: Baseband Encoding by Muhazam Mustapha, July 2010.
Prof. Hosny Ibrahim Lecture 5. Data Communication IT 221 By: Prof. Hosny M. Ibrahim 2.
Session 2. Objectives: By the end of this session, the student will be able to: Distinguish between data and signals. Cite the advantages of digital data.
4.2 Digital Transmission Pulse Modulation Pulse Code Modulation
Chapter 4 (part 1_a) Baseband Data Transmission EKT 357 Digital Communications.
Digital Line Encoding Converting standard logic level to a form more suitable to telephone line transmission. Six factors must be considered when selecting.
Signal Encoding Techniques Ir. Hary Nugroho MT.. Data Transmission.
Data and Computer Communications Tenth Edition by William Stallings Data and Computer Communications, Tenth Edition by William Stallings, (c) Pearson Education,
4.2 Digital Transmission Pulse Modulation Pulse Code Modulation
Signal Encoding Techniques. Digital Data, Digital Signal  Digital signal discrete, discontinuous voltage pulses discrete, discontinuous voltage pulses.
Data and Computer Communications by William Stallings Eighth Edition
Outlines Pulse Modulation Pulse Code Modulation Line Codes
EE 551/451, Fall, 2006 Communication Systems
Data Encoding Data Encoding refers the various techniques of impressing data (0,1) or information on an electrical, electromagnetic or optical signal that.
Chapter 4. Digital Transmission
DIGITAL TRANSMISSION PART C
UNIT II.
Subject Name: Digital Communication Subject Code:10EC61
Signal Encoding Techniques
Physical Layer (Part 2) Data Encoding Techniques
Chapter 4 Digital Transmission
Signal Encoding Techniques
Data Encoding Data Encoding refers the various techniques of impressing data (0,1) or information on an electrical, electromagnetic or optical signal that.
Physical Layer – Part 2 Data Encoding Techniques
Lecture 1 Line Encoding 2nd semester
Lecture 6: Signal Encoding Techniques
Line Codes and Their Spectra
Line Codes and Their Spectra
NET301 Lecture 5 10/18/2015 Lect5 NET301.
NET301 Lecture 5 10/18/2015 Lect5 NET301.
Chapter 4 Digital Transmission
4.2 Digital Transmission Pulse Modulation Pulse Code Modulation
Chapter 5. Data Encoding Digital Data, Digital Signals
Lecture 2: Line Encoding 1nd semester By: Adal ALashban.
Physical Layer – Part 2 Data Encoding Techniques
Data Transmission And Digital Communication
EEC4113 Data Communication & Multimedia System Chapter 2: Baseband Encoding by Muhazam Mustapha, September 2012.
Presentation transcript:

4.2 Digital Transmission Pulse Modulation (Part 2.1) Outlines Pulse Modulation (Part 2.1) Pulse Code Modulation (Part 2.2) Delta Modulation (Part 2.3) Line Codes (Part 2.4)

DELTA MODULATION (DM) A single-bit PCM code to achieve digital transmission of analog. Logic ‘0’ is transmitted if current sample is smaller than the previous sample Logic ‘1’ is transmitted if current sample is larger than the previous sample

Cont’d…

Operation of Delta Modulation

Cont’d... Analog input is approximated by a staircase function Move up or down one level () at each sample interval (by one quantization level at each sampling time)  output of DM is a single bit. Binary behavior Function moves up or down at each sample interval In DM the quantization levels are represented by two symbols: 0 for - and 1 for +. In fact the coding process is performed on eq. The main advantage of DM is its simplicity.

The transmitter of a DM System Cont’d... The transmitter of a DM System

The receiver of a DM system

Delta Modulation - Example

DM circuit’s problem

Cont’d… Slope overload distortion is due to the fact that the staircase approximation mq(t) can't follow closely the actual curve of the message signal m(t ). In contrast to slope-overload distortion, granular noise occurs when  is too large relative to the local slope characteristics of m(t). granular noise is similar to quantization noise in PCM. It seems that a large  is needed for rapid variations of m(t) to reduce the slope-overload distortion and a small  is needed for slowly varying m(t) to reduce the granular noise. The optimum  can only be a compromise between the two cases. To satisfy both cases, an adaptive DM is needed, where the step size  can be adjusted in accordance with the input signal m(t).

Cont’d... In summary Slope overload Due to the input analog signal amplitude changes faster than the speed of the modulator to minimize : the product of the sampling step size and the sampling rate must be equal to or larger than the rate of change of the amplitude of the input analog signal. Granular noise Due to the difference between step size and sampled voltage. To minimize : increase the sampling rate, decrease the step size of modulator

DM Performance Good voice reproduction PCM - 128 levels (7 bit) Voice bandwidth 4khz Should be 8000 x 7 = 56kbps for PCM Data compression can improve on this e.g. Interframe coding techniques for video

Cont’d... Adaptive Delta Modulation (ADM) A Delta Modulation system where the step size of the DAC is automatically varied depending on the amplitude characteristics of the analog signal. A well designed ADM scheme can transmit voice at about half the bit rate of a PCM system with equivalent quality.

LINE CODES Converting standard logic level to a form more suitable to telephone line transmission. The line codes properties: Transmission BW should be small as possible Efficiency should be as high as possible Error detection & correction capability Transparency (Encoded signal is received faithfully)

Cont’d... Six factors must be considered when selecting a line encoding format; transmission voltage & DC component Duty cycle Bandwidth consideration Clock and framing bit recovery Error detection Ease of detection and decoding

Why Digital Signaling? Low cost digital circuits The flexibility of the digital approach (because digital data from digital sources may be merged with digitized data derived from analog sources to provide general purpose communication system)

Digital Modulation Using Digital Signals to Transmit Digital Data Bits must be changed to digital signal for transmission Unipolar encoding Positive or negative pulse used for zero or one Polar encoding Uses two voltage levels (+ and - ) for zero or one Bipolar encoding +, -, and zero voltage levels are used

Non-Return to Zero-Level (NRZ-L) Two different voltages for 0 and 1 bits. Voltage constant during bit interval. no transition, no return to zero voltage More often, negative voltage for one value and positive for the other.

Non-Return to Zero Inverted (NRZ-I) Nonreturn to zero inverted on ones Constant voltage pulse for duration of bit Data encoded as presence or absence of signal transition at beginning of bit time Transition (low to high or high to low) denotes a binary 1 No transition denotes binary 0 An example of differential encoding

Multilevel Binary(Bipolar-AMI) zero represented by no line signal one represented by positive or negative pulse one pulses alternate in polarity No loss of sync if a long string of ones (zeros still a problem) No net dc component Lower bandwidth Easy error detection 0 1 0 0 1 1 0 0 0 1 1

Pseudoternary One represented by absence of line signal Zero represented by alternating positive and negative No advantage or disadvantage over bipolar-AMI 0 1 0 0 1 1 0 0 0 1 1

Manchester There is always a mid-bit transition {which is used as a clocking mechanism}. The direction of the mid-bit transition represents the digital data. 1  low-to-high transition 0  high-to-low transition Consequently, there may be a second transition at the beginning of the bit interval. Used in 802.3 baseband coaxial cable and CSMA/CD twisted pair.

Differential Manchester mid-bit transition is ONLY for clocking. 1  absence of transition at the beginning of the bit interval 0  presence of transition at the beginning of the bit interval Differential Manchester is both differential and bi-phase. [Note – the coding is the opposite convention from NRZI.] Used in 802.5 (token ring) with twisted pair. * Modulation rate for Manchester and Differential Manchester is twice the data rate  inefficient encoding for long-distance applications.

Example 5 Sketch the data wave form for a bit stream 11010 using NRZL Bipolar AMI Pseudoternary

END OF PART 2