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Chapter Two

Chapter Two. Fundamentals of Data and Signals. Objective. สามารถอธิบายความแตกต่างระหว่างข้อมูลและสัญญาณ และสามารถบอกถึงประโยชน์ของข้อมูลและสัญญาณดิจิตอล ผ่านข้อมูลและสัญญาณอนาล็อก สามารถระบุองค์ประกอบพื้นฐานทั้ง 3 ของสัญญาณได้

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Chapter Two

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  1. Chapter Two Fundamentals of Data and Signals

  2. Objective • สามารถอธิบายความแตกต่างระหว่างข้อมูลและสัญญาณ และสามารถบอกถึงประโยชน์ของข้อมูลและสัญญาณดิจิตอล ผ่านข้อมูลและสัญญาณอนาล็อก • สามารถระบุองค์ประกอบพื้นฐานทั้ง 3 ของสัญญาณได้ • สามารถอธิบายแบนด์วิธของสัญญาณ และความสัมพันธ์ที่เกี่ยวข้องกับความเร็วในการถ่ายโอนข้อมูล • สามารถระบุความแรงและความเบาบางของสัญญาณ และมีความสัมพันธ์กันอย่างไร • สามารถระบุคุณสมบัติพื้นฐานของการส่งข้อมูลอนาล็อกกับสัญญาณอนาล็อก, ข้อมูลดิจิตอลกับสัญญาณดิจิตอล, ข้อมูลดิจิตอลกับสัญญาณอนาล็อก และข้อมูลอนาล็อกกับสัญญาณดิจิตอล • สามารถระบุและออกแบบแผนภาพ เทคนิคการเข้ารหัสดิจิตอลพื้นฐาน และอธิบายข้อดี/ข้อเสียของแต่ละเทคนิค • สามารถแยกแยะเทคนิคการมอดูเลชั่นในรูปแบบต่างๆ รวมถึงสามารถอธิบายข้อดี ข้อเสีย และการนำไปใช้ได้อย่างถูกต้อง • สามารถบอกถึงเทคนิคดิจิไทซ์เซชั่น ทั้ง 2 เทคนิคที่นิยมใช้ และอธิบายข้อดีข้อเสียของแต่ละเทคนิค • สามารถอธิบายความแตกต่างของรหัสข้อมูล และนำไปประยุกต์ใช้ในระบบการสื่อสารได้

  3. Introduction – Data and Signals Chapter Two - Fundamentals of Data and Signals • Data are entities that convey meaning (computer file, music on CD, results from a blood gas analysis machine) • Signals are the electric or electromagnetic encoding of data (telephone conversation, we page download) • Computer networks and data/voice communication systems transmit signals • Data and signals can be analog or digital

  4. Four Combinations of Data and Signals Chapter Two - Fundamentals of Data and Signals

  5. Analog versus Digital Chapter Two - Fundamentals of Data and Signals • Analog is a continuous waveform, with examples such as (naturally occurring) music and voice

  6. Analog versus Digital Chapter Two - Fundamentals of Data and Signals • It is harder to separate noise from an analog signal than it is to separate noise from a digital signal (imagine the following waveform is a symphony with noise embedded)

  7. Analog versus Digital Chapter Two - Fundamentals of Data and Signals • Digital is a discrete or non-continuous waveform with examples such as computer 1s and 0s

  8. Analog versus Digital Chapter Two - Fundamentals of Data and Signals • Noise in a digital signal. You can still discern a high voltage from a low voltage

  9. Analog versus Digital Chapter Two - Fundamentals of Data and Signals • Noise in a digital signal. Too much noise – you cannot discern a high voltage from a low voltage

  10. All Signals Have Three Components Chapter Two - Fundamentals of Data and Signals • Amplitude • Frequency • Phase

  11. Amplitude Chapter Two - Fundamentals of Data and Signals • The amplitude of a signal is the height of the wave above or below a given reference point

  12. Frequency Chapter Two - Fundamentals of Data and Signals • The frequency is the number of times a signal makes a complete cycle within a given time frame; frequency is measured in Hertz (Hz), or cycles per second • Spectrum – the range of frequencies that a signal spans from minimum to maximum • Bandwidth – the absolute value of the difference between the lowest and highest frequencies of a signal

  13. Chapter Two - Fundamentals of Data and Signals

  14. Frequency Chapter Two - Fundamentals of Data and Signals • For example, consider an average voice • The average voice has a frequency range of roughly 300 Hz to 3100 Hz • The spectrum would be 300 – 3100 Hz • The bandwidth would be 2800 Hz

  15. Phase Chapter Two - Fundamentals of Data and Signals • The phase of a signal is the position of the waveform relative to a given moment of time or relative to time zero • A change in phase can be any number of angles between 0 and 360 degrees • Phase changes often occur on common angles, such as 45, 90, 135, etc.

  16. Chapter Two - Fundamentals of Data and Signals

  17. Signal Strength Chapter Two - Fundamentals of Data and Signals • All signals experience loss (attenuation) • Attenuation is denoted as a decibel (dB) loss • Decibel losses (and gains) are additive

  18. Signal Strength Chapter Two - Fundamentals of Data and Signals • So if a signal loses 3 dB, is that a lot? • A 3 dB loss indicates the signal lost half of its power dB = 10 log10 (P2 / P1) -3 dB = 10 log10 (X / 100) -0.3 = log10 (X / 100) 10-0.3 = X / 100 0.50 = X / 100 X = 50

  19. Converting Analog Data into Analog Signals Chapter Two - Fundamentals of Data and Signals • In order to transmit analog data, you can modulate the data onto a set of analog signals • Broadcast radio and television are two very common examples of this

  20. Chapter Two - Fundamentals of Data and Signals Amplitude modulation (e.g. AM radio)

  21. Converting Digital Data into Digital Signals Chapter Two - Fundamentals of Data and Signals • There are numerous techniques available to convert digital data into digital signals. Let’s examine five: • NRZ-L • NRZ-I • Manchester • Differential Manchester • Bipolar AMI

  22. Chapter Two - Fundamentals of Data and Signals • Note how with a Differential Manchester code, every bit has at least one significant change. Some bits have two signal changes per bit (baud rate = twice bps)

  23. 4B/5B Digital Encoding Chapter Two - Fundamentals of Data and Signals • Yet another encoding technique that converts four bits of data into five-bit quantities • The five-bit quantities are unique in that no five-bit code has more than 2 consecutive zeroes • The five-bit code is then transmitted using an NRZ-I encoded signal

  24. Chapter Two - Fundamentals of Data and Signals

  25. Converting Digital Data into Analog Signals Chapter Two - Fundamentals of Data and Signals • Three basic techniques: • Amplitude shift keying • Frequency shift keying • Phase shift keying

  26. Amplitude Shift Keying Chapter Two - Fundamentals of Data and Signals • One amplitude encodes a 0 while another amplitude encodes a 1 (a form of amplitude modulation)

  27. Amplitude Shift Keying Chapter Two - Fundamentals of Data and Signals • Some systems use multiple amplitudes

  28. Multiple Signal Levels Chapter Two - Fundamentals of Data and Signals • Why use multiple signal levels? • We can represent two levels with a single bit, 0 or 1 • We can represent four levels with two bits: 00, 01, 10, 11 • We can represent eight levels with three bits: 000, 001, 010, 011, 100, 101, 110, 111 • Note that the number of levels is always a power of 2

  29. Frequency Shift Keying Chapter Two - Fundamentals of Data and Signals • One frequency encodes a 0 while another frequency encodes a 1 (a form of frequency modulation)

  30. Phase Shift Keying Chapter Two - Fundamentals of Data and Signals • One phase change encodes a 0 while another phase change encodes a 1 (a form of phase modulation)

  31. Quadrature Phase Shift Keying Chapter Two - Fundamentals of Data and Signals • Four different phase angles used • 45 degrees • 135 degrees • 225 degrees • 315 degrees

  32. Chapter Two - Fundamentals of Data and Signals

  33. Quadrature Amplitude Modulation Chapter Two - Fundamentals of Data and Signals • As an example of QAM, 12 different phases are combined with two different amplitudes • Since only 4 phase angles have 2 different amplitudes, there are a total of 16 combinations • With 16 signal combinations, each baud equals 4 bits of information (2 ^ 4 = 16)

  34. Chapter Two - Fundamentals of Data and Signals

  35. Higher Data Transfer Rates Chapter Two - Fundamentals of Data and Signals • How do you send data faster? • Use a higher frequency signal (make sure the medium can handle the higher frequency • Use a higher number of signal levels • In both cases, noise can be a problem

  36. Maximum Data Transfer Rates Chapter Two - Fundamentals of Data and Signals • How do you calculate a maximum data rate? • Use Shannon’s equation S(f) = f x log2 (1 + S/N) Where f = signal frequency (bandwidth), S is the signal power in watts, and N is the noise power in watts

  37. Maximum Data Transfer Rates Chapter Two - Fundamentals of Data and Signals • For example, what is the data rate of a 3400 Hz signal with 0.2 watts of pwer and 0.0002 watts of noise? S(f) = 3400 x log2 (1 + 0.2/0.0002) = 3400 x log2 (1001) = 3400 x 9.97 = 33898 bps

  38. Converting Analog Data into Digital Signals Chapter Two - Fundamentals of Data and Signals • To convert analog data into a digital signal, there are two techniques: • Pulse code modulation (the more common) • Delta modulation

  39. Pulse Code Modulation Chapter Two - Fundamentals of Data and Signals • The analog waveform is sampled at specific intervals and the “snapshots” are converted to binary values

  40. Pulse Code Modulation Chapter Two - Fundamentals of Data and Signals • When the binary values are later converted to an analog signal, a waveform similar to the original results

  41. Pulse Code Modulation Chapter Two - Fundamentals of Data and Signals • The more snapshots taken in the same amount of time, or the more quantization levels, the better the resolution

  42. Pulse Code Modulation Chapter Two - Fundamentals of Data and Signals • Since telephone systems digitize human voice, and since the human voice has a fairly narrow bandwidth, telephone systems can digitize voice into either 128 or 256 levels • These are called quantization levels • If 128 levels, then each sample is 7 bits (2 ^ 7 = 128) • If 256 levels, then each sample is 8 bits (2 ^ 8 = 256)

  43. Pulse Code Modulation Chapter Two - Fundamentals of Data and Signals • How fast do you have to sample an input source to get a fairly accurate representation? • Nyquist says 2 times the highest frequency • Thus, if you want to digitize voice (4000 Hz), you need to sample at 8000 samples per second

  44. Delta Modulation Chapter Two - Fundamentals of Data and Signals • An analog waveform is tracked, using a binary 1 to represent a rise in voltage, and a 0 to represent a drop

  45. Data Codes Chapter Two - Fundamentals of Data and Signals • The set of all textual characters or symbols and their corresponding binary patterns is called a data code • There are three common data code sets: • EBCDIC • ASCII • Unicode

  46. Data and Signal Conversions in Action Chapter Two - Fundamentals of Data and Signals • Let us transmit the message “Sam, what time is the meeting with accounting? Hannah.” • This message leaves Hannah’s workstation and travels across a local area network

  47. Chapter Two - Fundamentals of Data and Signals EBCDIC

  48. Chapter Two - Fundamentals of Data and Signals ASCII

  49. Unicode Chapter Two - Fundamentals of Data and Signals • Each character is 16 bits • A large number of languages / character sets • For example: • T equals 0000 0000 0101 0100 • r equals 0000 0000 0111 0010 • a equals 0000 0000 0110 0001

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