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Relationship Between Bit Error Rate And Symbol Error Rate

Learn more about hiring developers or posting ads with us Signal Processing Questions Tags Users Badges Unanswered Ask Question symbol error rate vs bit error rate _ Signal Processing Stack Exchange is a question and answer site for practitioners of the art and science of signal, image and video processing. Join them; it only takes a minute: 16 qam ber matlab Sign up Here's how it works: Anybody can ask a question Anybody can answer The best answers are voted up and rise to the top Deriving SER & BER for 4QAM, 16QAM and 32QAM up vote 0 down vote favorite Required to find symbol error rate vs $\dfrac{E_b}{N_0}$ for 4QAM, 16QAM & 32QAM. Thought that SER & BER are the same but

Qpsk Bit Error Rate

did my research to find that BER is $\dfrac{1}{\log_2(M)}$ of SER...(could you please confirm this?) Also found SER for: 4QAM to be: $\text{erfc}\sqrt{\dfrac{E_b}{2N_0}}$ and that of 16QAM to be: $\dfrac{3}{2} \text{erfc}\sqrt{\dfrac{E_b}{10N_0}}$ Are these values correct? Still have problems to find SER for 32QAM... Hope you can help. derivation share|improve this question edited May 13 '14 at 19:26 jojek♦ 6,70241444 asked May 13 '14 at 19:14 John Smith 112 Take a look at this question and its answers: dsp.stackexchange.com/questions/15996/… –Matt L. May 13 '14 at 19:15 still can't understand the relation (not mentioned anywhere in those questions & answers). Also 16QAM & 32QAM weren't covered in that question.. –John Smith May 13 '14 at 19:23 did my research, cant use that formula when dealing with an odd number of bits per symbol, for which bits per symbol for 32QAM is 5... –John Smith May 13 '14 at 19:41 @JohnSmith: The problem is that there isn't a standard definition of what 32-QAM is. For non-square QAM modulations, there are multiple geometries in which you could implement the constellation, will have

is an important modulation scheme as it allows for higher data rates and spectral efficiencies. The bit error rate (BER) of QAM can be calculated through Monte Carlo simulations. However this becomes quite complex as the constellation size of the modulation 16 qam ber equation schemes increases. Therefore a theoretical approach is sometimes preferred. The BER for Gray coded QAM, 4 qam matlab code for even number of bits per symbol, is shown below. BER of 4-QAM, 16-QAM, 64-QAM, 256-QAM in AWGN Gray coding ensures that a

Probability Of Error For 16 Qam

symbol error results in a single bit error. The code for calculating the theoretical QAM BER for k even (even number of bits per symbol) is given below. The formula for calculating the BER for k odd is http://dsp.stackexchange.com/questions/16240/deriving-ser-ber-for-4qam-16qam-and-32qam different, however, the formula given below can be used a first estimate. EbNodB=-6:2:24 EbNo=10.^(EbNodB/10); k=8; M=2^k; x=sqrt(3*k*EbNo/(M-1)); Pb=(4/k)*(1-1/sqrt(M))*(1/2)*erfc(x/sqrt(2)); semilogy(EbNodB,Pb) Note: 1. Each additional bit/symbol requires about 2dB extra in SNR to achieve the same BER. 2. 4-QAM is essentially QPSK modulation. Post navigation ← MIMO Capacity in a Fading Environment Soft Frequency Reuse in LTE → 16 thoughts on “QAM Theoretical BER in AWGN” Mansoore says: August 2, 2016 at 6:15 pm I simulate the BER http://www.raymaps.com/index.php/qam-theoretical-ber/ performance of M-ary QAM . now I want to check that result with theoretical ber. So, please send to me theoretical BER equation of M-ary QAM thank U Mariam Arshad says: October 30, 2015 at 7:25 pm Hello, Can someone please help me with the following? The source generates equal probable symbols, P(si) = 0.125, i=0,…,7, and Gray mapping is used to map information bits to the PAM signals. (a) Create a Matlab program so it can simulate the symbol error performance and the bit error rate performance of the 8-PAM communication system for the transmission of packets of 10,000 symbols each. (b) Using your program to simulate the symbol error performance and the bit error performance of the system with Eb/N0 = 0, 2, 4, 6, 8, 10 dB. So far, I have the following code. N = 10^4; % number of symbols >> alpha8pam = [-7 -5 -3 -1 1 3 5 7]; % 8-PAM alphabets >> Es_N0_dB = [0:2:4:6:8:10]; % multiple Eb/N0 values >> ipHat = zeros(1,N); for ii = 1:length(Es_N0_dB) ip = randsrc(1,N,alpha8pam); s = (1/sqrt(5))*ip; % normalization of energy to 1 n = 1/sqrt(2)*[randn(1,N) + j*randn(1,N)]; % white guassian noise, 0dB variance y = s + 10^(-Es_N0_dB(ii)/20)*n; % additive white gaussian noise % demodulation r = real(y); % taking only the real part ipHat(find(r= 2/sqrt(5))) = 3; ipHat(find(r>=-2/sqrt(5) & r=0 & r<

schemes like BPSK, QPSK, PAM, 16PSK, 32PSK, 16QAM and 64QAM using the following metrics: (a) Symbol Error Rate vs. Signal to Noise Ratio (SER vs Es/No) (b) Symbol Error Rate vs. Bit to Noise Ratio (SER vs Eb/No) (c) Capacity in bits per second http://www.embedded.com/print/4017668 per Hertz vs. Bit to Noise Ratio (Capacity vs Eb/No) (d) Bit Error Rate vs. Bit to Noise Ratio (BER vs Eb/No) Symbol Error Rate vs. Es/No Binary Phase Shift Keying (BPSK) Modulation In Binary Phase Shift Keying, the symbols are used for transmitting information. From the post, Bit error probability for BPSK modulation, the symbol error rate is given as, . Click here for Matlab simulation of bit error rate (BER) curve with BPSK modulation. Pulse Amplitude bit error Modulation (4-PAM) In 4-PAM modulation, the symbols are used for transmitting information. The symbol error rate for 4-PAM modulation is derived in the post, symbol error rate for 4PAM and is given as, . Click here for Matlab simulation of symbol error probability with 4PAM modulation 4QAM (QPSK) In 4-QAM modulation, the symbols are used for transmitting information. The symbol error rate for 4-QAM modulation, derived in the post, symbol error rate for 4-QAM (QPSK) is given as, Click bit error rate here for Matlab simulation of symbol error probability with 4QAM (QPSK) modulation 16QAM In 16QAM modulation, the symbols are used. The symbol error rate for 16QAM modulation, derived in the post, symbol error rate for 16-QAM, is given as, Click here for Matlab simulation of symbol error rate curve with 16QAM modulation 16PSK In 16PSK modulation, the alphabets is used, where . The symbol error rate for 16PSK, derived in the post, Symbol Error Rate for 16PSK is given as, . Click here for Matlab simulation of symbol error rate with 16PSK modulation Note: The formula derived in this post is for a general M-PSK case. For an M-PSK scheme, the symbol error rate is, . M-QAM In a general M-QAM constellation, where and is even, the alphabets used are: , where . From the article deriving the symbol error rate for M-QAM, (Click to enlarge). Click here to download Matlab/Octave script for simulating symbol error rate for M-QAM modulation Figure: Symbol Error Rate vs Es/No (dB) in AWGN Symbol error rate vs Eb/No Symbol error rate vs Eb/No The relation between bit energy Eb/No and symbol energy Es/No is reasonably straight forward. For M-PSK/M-QAM modulation, the number bits in each constellation symbol is, Since each symbol carries bits, the symbol to noise ratio is times the bit to noise ratio , ie. . Plugging in the above formula, the symbol error rate vs bi

 

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