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9 Threads found on Outage Capacity
can someone solve the error. Too many output arguments. 123068%% Main function to calculate MIMO channel capacity and associated figures %% of merit like complementary CDF & outage probability % Objective: (1)This function compares Mean channel capacity for different % MIMO realizations (SISO, SIMO,MISO, MIMO)as a
can any body provide me matlab code to plot the capacity CCDf's . for example SNR of 21dB and outage capacity of 10%.. x axis = capacity ,bits /sec/hz y axis = probability(capacity>abscissa) with increasing p(probability )
You are comparing different things. Mutual information determines the capacity of a channel, whereas outage probability is the probability that the capacity is below a certain threshold.
outage probability is related to the channel capacity which returns to the channel model assumed of course, differing from each relay to another makes a relay can contribute in cooperation or not which is mainly based on its outage probability or in other terms outage "capacity" which is limited by Signal To (...)
Dear, I am also stuck in the similar problem as yours and want to draw various graphs like 1. rate sum capacity vs number of users 2. outage probability vs number of user 3. outage probability vs snr have you able to solve the problem if yes can you please help me as well. P.S i have simulated the basic capacity (...)
can anyone plz tell me what is outage capacity and how to find it in matlab ? waiting,,,,,
could u plz tell me about outage capacity too ?
hello everybody, my name is narender, a final year degree. iam doing my project on pre piad energy meter. i am facing a trouble with the design. brief about my project. there will be an energy meter ic which wil be converting the instantaneeous load into pulses and a microcontroller which will be counting those pulses and when ever the c
Check this out! N. Laneman, D. Tse and G. Wornell, " Cooperative Diversity in Wireless Networks: Efficient Protocols and outage Behavior'', to appear in IEEE Transactions on Information Theory, Jan. 2002, revised March 2003. at