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ECEN5533. Modern Communications Theory Lecture #4. 20 January 2015 Dr

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1 ECEN5533. Modern Communications Theory Lecture #4. 20 January 2015 Dr
ECEN Modern Communications Theory Lecture #4 20 January 2015 Dr. George Scheets Review Appendix A Problems: Quiz #1, Quiz #1, 27 January Chapter 1 (Review) Open Book & Notes

2 ECEN5533. Modern Communications Theory Lecture #5. 22 January 2015 Dr
ECEN Modern Communications Theory Lecture #5 22 January 2015 Dr. George Scheets Read 5.1 – 5.3 Problems: Quiz #1, Quiz #1, 27 January Chapter 1 (Review) Open Book & Notes

3 Last Week Time Average Autocorrelation
Common Notation: A[x(t)x(t+τ)] or <x(t)x(t+τ)> Easier to use & understand than Statistical Autocorrelation E[X(t)X(t+τ)] Fourier Transform yields GX(f) Autocorrelation of a Random Binary Square Wave Triangle, possibly riding on a constant term Fourier Transform is sinc2 & delta function at f = 0 Hz Linear Time Invariant Systems If LTI, H(f) exists & GY(f) = GX(f)|H(f)|2

4 Directional Antennas

5 RF Antenna Directivity
Maximum Power Intensity Average Power Intensity WARNING! Antenna Directivity is NOT = Antenna Power Gain 10w in? Max of 10w radiated. Treat Antenna Power Gain = 1 Antenna Gain = Power Gain * Directivity High Gain = Narrow Beam

6 Parabolic Directivity
source: en.wikipedia.org/wiki/Parabolic_antenna

7 Some Common Link Equation Terms
EIRP = PtGt Path Loss Ls = (4*π*d/λ)2

8 Link Analysis Final Form of Analog Free Space RF Link Equation Pr = EIRP*Gr/(Ls*M*Lo) (watts) Digital Link Equation Eb/No = EIRP*Gr/(R*k*To*Ls*M*Lo) (dimensionless)

9


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