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This lecture discusses key components of communication systems, including the design and functionality of AM broadcast transmitters and various types of receivers, such as TRF and superheterodyne receivers. It also covers the impact of noise on system performance, specifically thermal noise, and introduces performance measures for analog and digital systems. Additional topics include modulation techniques, impedance matching, and the principles of tuning circuits. The presentation aims to enhance understanding of signal integrity and noise management in communication technologies.
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Electrical Communications Systems0909.331.01Spring 2005 Lecture 12aApril 26, 2005 Shreekanth Mandayam ECE Department Rowan University http://engineering.rowan.edu/~shreek/spring05/ecomms/
Plan • Broadcast Transmitters and Receivers • AM Broadcast Transmitter • Class-C Amp Collector Modulator • TRF Receiver • Superheterodyne Receiver • Performance of Comm. Systems corrupted by Noise • Performance Measures: Digital and Analog • Thermal (Johnson) Noise • Amplitude: Recall Random Variables: lab1.ppt • Power Spectral Density • Autocorrelation function • Wiener-Khintchine Theorem
Buffer Amplifier Impedance Matching Network Temp. Stabilized Crystal Oscillator Class-C Modulated Power Amp. Stage Class-C Modulated Power Amp. Stage Demodulator + Modulator Driver Amplifier Audio Amplifier Audio Input S - AM Broadcast Transmitter
ic p 2p wt ic ic ic p 2p wt p 2p p 2p wt wt Amplifier Classification Class B Class A Class C Class AB
BJT Collector Modulator Output Characteristics Circuit
BJT Collector Modulator Operation Circuit
AM Receiver • Purpose • Demodulate received signal • Requirements • Carrier frequency tuning • Filtering • Amplification
I + C r V L - Tuning Circuits Series Tuned Circuit
Series Tuned Circuit function [f,A]=resonance(f0,Q) %ECOMMS Spring 00 Class Demo %S. Mandayam, ECE Dept., Rowan University %To illustrate series resonance and Q-factor close all; %defining frequency axis f=f0-f0/2:0.1:f0+f0/2; %calculating relative response y=(f/f0)-(f0./f); A=20*log10(1./(1+(y*Q).^2).^0.5); plot(f-f0,A);grid on; xlabel('Shift from resonant frequency in Hz'); ylabel('Relative Response in dB'); title('Series Tuning Circuit');
Tuning Circuits Parallel Tuned Circuit I + r V C L - Active Tuned Circuits?
Tuned Radio Frequency (TRF) Receiver Active Tuning Circuit Detector Circuit Bandpass Filter Baseband Audio Amp Local Oscillator
All Incoming Frequencies Fixed Intermediate Frequency Heterodyning (Upconversion/ Downconversion) Subsequent Processing (common) Heterodyning
Superheterodyne Receiver fm fm fIF fIF RF Amplifier H1(f) IF Amplifier H2(f) Audio Amp Mixer Detector fRF or fc Local Oscillator fLO Common tuning Downconversion fIF = |fRF - fLO| Upconversion fIF = fRF + fLO
Performance of Communications Systems Corrupted by Noise Analog Output SNR Digital Bit Error Rate (BER)
Noise • A random, unwanted fluctuation in signal amplitude • Thermal (Johnson) Noise • Amplitude vs. time: Gaussian PDF Model • See Lab1 Pre-lab Lecture: lab1.ppt • We also want to know how much noise power there is per Hz – why?
|W(f)| |W(f)| 0 fc -fc f Bandpass 0 2. Demodulation 1. Modulation f Baseband |W(f)| 3. Demodulation -fIF fIF 0 f Bandpass Why?
Power Spectral Density (PSD) • Normalized power of a waveform in the frequency domain • Used for measuring signal/noise power loss/transfer in communications system blocks
F Rw(t) Pw(f) Rx(t) Slowly fluctuating signal rapidly fluctuating signal t (time delay) 0 Autocorrelation Function • Measure of • similarity of a waveform observed at times t seconds apart • how rapidly a random waveform fluctuates with time Matlab Demo: autocorr.m Wiener-Khintchine Theorem
-21 PSD of thermal noise x 10 2 1.5 PSD, W/Hz 1 0.5 0 0 0.5 1 1.5 2 2.5 3 frequency, Hz 12 x 10 Thermal (Johnson) Noise Matlab script: psd_noise.m