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What is Rayleigh Fading?
Explains Rayleigh Fading in digital communication systems. Check out my 'search for signals in everyday life', by following my social media feeds: Facebook: https://www.facebook.com/profile.php?id=100091651540952 Instagram: https://www.instagram.com/iainexplains/ Related videos: (see: http://www.iaincollings.com) • What is Rician Fading ...
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Assume a Rayleigh fading channel with average power P̅r=10  dB and Doppler fD=80  Hz. We would like to approximate the channel using a finite state Markov model with eight states and time interval T=10 ms. The regions Rj corresponds to R1={γ:-∞≤γ≤-10  dB}, R2={γ:-10  dB ≤γ≤0  dB}, R3={γ: 0  dB ≤γ≤5  dB}, R4={γ: 5  dB ≤γ≤10  dB}, R5={γ: 10  dB ≤γ≤15  dB}, R6={γ: 15  dB ≤γ≤20  dB}, R7={γ: 20  dB ≤γ≤30  dB}, R8={γ: 30  dB ≤γ≤∞}. Find the transition probabilties between each region for this model. |
Assume a Rayleigh fading channel with average power P̅r=10  dB and Doppler fD=80  Hz. We would like to approximate the channel using a finite state Markov model with eight states and time interval T=10 ms. The regions Rj corresponds to R1={γ:-∞≤γ≤-10  dB}, R2={γ:-10  dB ≤γ≤0  dB}, R3={γ: 0  dB ≤γ≤5  dB}, R4={γ: 5  dB ≤γ≤10  dB}, R5={γ: 10  dB ≤γ≤15  dB}, R6={γ: 15  dB ≤γ≤20  dB}, R7={γ: 20  dB ≤γ≤30  dB}, R8={γ: 30  dB ≤γ≤∞}. Find the transition probabilties between each region for this model. |
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