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Department of Electrical and Computer Engineering
ECE 4371, Fall, Introduction to Telecommunication Engineering/Telecommunication Laboratory Zhu Han Department of Electrical and Computer Engineering Class 3 Sep. 11st, 2017
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Overview Homework 4.2.1, 4.2.3, 4.2.5, 4.2.7, 4.2.9 4.3.3, 4.3.8 4.4.2, 4.4.4 4.5.2 4.8.1 Due 9/25/17 FDM system, section 4.7 Analog TV, section 4.9 Phase-locked loop, Section 4.8 FM basics
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Block diagram of FDM system.
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FMA of SSB for Telephone Systems
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Illustrating the modulation steps in an FDM system
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AM Broadcasting Limitation History Frequency Long wave: 153-270kHz
Medium wave: 520-1,710kHz, AM radio Short wave: 2,300-26,100kHz, long distance, SSB, VOA Limitation Susceptibility to atmospheric interference Lower-fidelity sound, news and talk radio Better at night, ionosphere.
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Superheterodyne vs. homodyne
Move all frequencies of different channels to one medium freq. In AM receivers, that frequency is 455 kHz, for FM receivers, it is usually 10.7 MHz. Filter Design Concern Accommodate more radio stations Edwin Howard Armstrong
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Eliminate flicker effects
Television Digital Display (CRT) Analog Display (TV) Eliminate flicker effects
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Deflection Signal and Synchronization
Deflection signal and synchronization signal 525525 30=8.27M
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Solar Power and Human Eye
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RGB, LIQ mL=0.3mr+0.59mg+0.11mb mI=0.6mr+0.28mg-0.32mb
mQ=0.21mr-0.52mg+0.31mb
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Bandwidth VSB and QAM
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Comb Filtering
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NTSC, PAL, and SECAM National Television System Committee
Low complexity, higher vertical color resolution 525 line/60Hz(30frames per second) Phase Alternative Line: PAL The phase of the color components is reversed from line to line Robust to Multipath, phase distortion 625line/50Hz(25 frames per second), slightly larger bandwidth SECAM Requires the receiver to memorize the content of each line Mono when used for different standards
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TV standards in the world
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Carrier Recover Error DSB: e(t)=2m(t)cos(wct)cos((wc+ w)t+)
e(t)=m(t) cos((w)t+) Phase error: if fixed, attenuation. If not, shortwave radio Frequency error: catastrophic beating effect SSB, only frequency changes, f<30Hz. Donald Duck Effect Crystal oscillator, atoms oscillator, GPS, … Pilot: a signal, usually a single frequency, transmitted over a communications system for supervisory, control, equalization, continuity, synchronization, or reference purposes.
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Phase-Locked Loop Can be a whole course. The most important part of receiver. Definition: a closed-loop feedback control system that generates and outputs a signal in relation to the frequency and phase of an input ("reference") signal A phase-locked loop circuit responds both to the frequency and phase of the input signals, automatically raising or lowering the frequency of a controlled oscillator until it is matched to the reference in both frequency and phase.
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Voltage Controlled Oscillator (VCO)
W(t)=wc+ce0(t), where wc is the free-running frequency Example
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Ideal Model Model Sp Si So LPF Sv VCO Capture Range and Lock Range
Si=Acos(wct+1(t)), Sv=Avcos(wct+c(t)) Sp=0.5AAv[sin(2wct+1+c)+sin(1-c)] So=0.5AAvsin(1-c)=AAv(1-c) Capture Range and Lock Range Si Sp So LPF Sv VCO
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Phase and Frequency Acquisition
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Carrier Acquisition in DSB-SC
Signal Squaring method Costas Loop SSB-SC not working
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PLL Applications Clock recovery: no pilot Deskewing: circuit design
Clock generation: Direct Digital Synthesis Spread spectrum: Jitter Noise Reduction Clock distribution
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FM Basics VHF (30M-300M) high-fidelity broadcast
Wideband FM, (FM TV), narrow band FM (two-way radio) 1933 FM and angle modulation proposed by Armstrong, but success by 1949. Digital: Frequency Shift Key (FSK), Phase Shift Key (BPSK, QPSK, 8PSK,…) AM/FM: Transverse wave/Longitudinal wave
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Angle Modulation vs. AM Summarize: properties of amplitude modulation
Amplitude modulation is linear just move to new frequency band, spectrum shape does not change. No new frequencies generated. Spectrum: S(f) is a translated version of M(f) Bandwidth ≤ 2W Properties of angle modulation They are nonlinear spectrum shape does change, new frequencies generated. S(f) is not just a translated version of M(f) Bandwidth is usually much larger than 2W
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Angle Modulation Pro/Con Application
Why need angle modulation? Better noise reduction Improved system fidelity Disadvantages Low bandwidth efficiency Complex implementations Applications FM radio broadcast TV sound signal Two-way mobile radio Cellular radio Microwave and satellite communications
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Instantaneous Frequency
Angle modulation has two forms - Frequency modulation (FM): message is represented as the variation of the instantaneous frequency of a carrier - Phase modulation (PM): message is represented as the variation of the instantaneous phase of a carrier
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Phase Modulation PM (phase modulation) signal
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Frequency Modulation FM (frequency modulation) signal
(Assume zero initial phase)
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FM Characteristics Characteristics of FM signals
Zero-crossings are not regular Envelope is constant FM and PM signals are similar
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Relations between FM and PM
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FM/PM Example (Time/Frequency)
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Frequency Modulation FM (frequency modulation) signal
(Assume zero initial phase)
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Example Consider m(t)- a square wave- as shown. The FM wave for this m(t) is shown below. m(t) T T
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Frequency Deviation Frequency deviation Δf
difference between the maximum instantaneous and carrier frequency Definition: Relationship with instantaneous frequency Question: Is bandwidth of s(t) just 2Δf? No, instantaneous frequency is not equivalent to spectrum frequency (with non-zero power)! S(t) has ∞ spectrum frequency (with non-zero power).
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Modulation Index Indicate by how much the modulated variable (instantaneous frequency) varies around its unmodulated level (message frequency) Bandwidth A
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Narrow Band Angle Modulation
Definition Equation Comparison with AM Only phase difference of Pi/2 Frequency: similar Time: AM: frequency constant FM: amplitude constant Conclusion: NBFM signal is similar to AM signal NBFM has also bandwidth 2W. (twice message signal bandwidth)
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Example
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Block diagram of a method for generating a narrowband FM signal.
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A phasor comparison of narrowband FM and AM waves for sinusoidal modulation. (a) Narrowband FM wave. (b) AM wave.
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Wide Band FM Wideband FM signal Fourier series representation
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Example
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Bessel Function of First Kind
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Spectrum of WBFM (Chapter 5.2)
Spectrum when m(t) is single-tone Example 2.2
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Bandwidth of FM Facts Bandwidth of FM signal is approximately by
FM has side frequencies extending to infinite frequency theoretically infinite bandwidth But side frequencies become negligibly small beyond a point practically finite bandwidth FM signal bandwidth equals the required transmission (channel) bandwidth Bandwidth of FM signal is approximately by Carson’s Rule (which gives lower-bound)
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Carson’s Rule Nearly all power lies within a bandwidth of
For single-tone message signal with frequency fm For general message signal m(t) with bandwidth (or highest frequency) W
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