update dl814_z7 and dl814_cal_coarse

change frame header of nulling algorithm data in chip-to-chip communication, add several sets of noise data sampled with 814 board
This commit is contained in:
2023-04-05 15:17:14 +08:00
parent d2c22dbeb5
commit 5402f12cf2
122 changed files with 1966442 additions and 24591 deletions
@@ -0,0 +1,109 @@
%% File Header/文件说明
%
% Beamforming with phased array derives signal characteristics from phase
% differences between sensors. Therefore the amplitude-phase consistence is
% vital to phased systems.
%
% The script analyzes the amp-phase relations of ILA captured data, the format
% of which is square-shaped pseudorandorm bit sequence. Each channel is
% processed seperately with different frequency shifts and different optimum
% sampling points. The estimation of amplitude and phase are based on
% acculumated correlation peaks.
%
clc; clear;
%% initial parameters/初始参数
interp = 8; % interpolation factor
channelNum = 4;
dataLen = 131072;
fs = 48e6;
dataFile = "iladata_ant_3-1.csv";
% standard pn sequence
pnSequence = comm.PNSequence('Polynomial','x^7+x^6+1', ...
'InitialConditions',[zeros(1,6),1],'SamplesPerFrame',2^7-1);
PRBS7 = pnSequence();
PRBS7_polar = 1-2*[PRBS7;0];
chipLen = length(PRBS7_polar); % pn chip length
symNum = dataLen/chipLen/interp; % total symbol number
symNumPerAccum = 1; % symbol nbumber of each accumulation
accNum = symNum/symNumPerAccum; % total accumulation numbers, i.e. peak numbers
%% data analysis
% read data, and swap ch1 and ch2, because loop data locate at ch2 and ch4
rxdata = readmatrix(dataFile);
seqRx(:,1) = (rxdata(:, 6) + 1i*rxdata(:, 7)).';
seqRx(:,2) = (rxdata(:, 4) + 1i*rxdata(:, 5)).';
seqRx(:,3) = (rxdata(:, 8) + 1i*rxdata(:, 9)).';
seqRx(:,4) = (rxdata(:,10) + 1i*rxdata(:,11)).';
% compensate frequecny deviation and downsample at optimum sample position based
% on the varience of constellation
if dataFile.contains("loop")
[seqRxDown,fd,samplePos] = suqareShapeFreqEst(seqRx,interp,fs,-50,50,5);
else
[seqRxDown,fd,samplePos] = suqareShapeFreqEst(seqRx,interp,fs,24900,25100,1);
end
% split [seqRxDown] into multiple groups, each group contains several symbols to
% be correlated with PRBS7 and accumulated
seqRxDownSplit = reshape(seqRxDown(1:dataLen/interp,:),chipLen*symNumPerAccum, ...
accNum,channelNum);
seqRxAcc = zeros(chipLen,accNum,channelNum);
desiredPnt = zeros(accNum,channelNum);
ampEstSym = zeros(accNum,channelNum);
angleEstSym = zeros(accNum,channelNum);
for i = 1:accNum
for j = 1:channelNum
% correlation & multi-symbol accumulation
groupCorrAcc = sum(reshape(conv(flip(seqRxDownSplit(:,i,j)), ...
PRBS7_polar,'same'),chipLen,symNumPerAccum),2)';
seqRxAcc(:,i,j) = groupCorrAcc;
% peak position
desiredPnt(i,j) = groupCorrAcc(abs(groupCorrAcc)==max(abs(groupCorrAcc)));
end
end
for i = 1:channelNum
ampEstSym(:,i) = abs(desiredPnt(:,i))./abs(desiredPnt(:,1));
angleEstSym(:,i) = mod((angle(desiredPnt(:,i))-angle(desiredPnt(:,1)))/pi*180,360);
end
%% figures
figure(1);
if dataFile.contains("loop")
subplot(121);
plot(ampEstSym(:,[1,4]));
legend({"ch1","ch4"});
title("Amplitude Estimation");
ylim([min(ampEstSym(:,[1,4]),[],'all')-0.1,max(ampEstSym(:,[1,4]),[],'all')+0.1]);
grid on; grid minor;
subplot(122);
plot(angleEstSym(:,[1,4]));
legend({"ch1","ch4"});
title("Angle Estimation");
ylim([min(angleEstSym(:,[1,4]),[],'all')-1,max(angleEstSym(:,[1,4]),[],'all')+1]);
grid on; grid minor;
else
subplot(121);
plot(ampEstSym);
legend({"ch1","ch2","ch3","ch4"});
title("Amplitude Estimation");
ylim([min(ampEstSym,[],'all')-0.2,max(ampEstSym,[],'all')+0.2]);
grid on; grid minor;
subplot(122);
plot(angleEstSym);
legend({"ch1","ch2","ch3","ch4"});
title("Angle Estimation");
ylim([min(angleEstSym,[],'all')-10,max(angleEstSym,[],'all')+10]);
grid on; grid minor;
end
@@ -0,0 +1,50 @@
function [dataOut, fdTarget, samplePosTarget] = suqareShapeFreqEst(dataIn, interp, fs, fmin, fmax, fd)
%suqareShapeFreqEst - 利用星座图的集中程度在一定频率范围内使用频率步进估计方波成形信号的频偏
%
% data - input complex data, row vector
% dataLen - data length
% interp - interpolation rate
% fs - sampling rate, in Herts
% fmin - minimum estimation frequency, in Herts
% fmax - maximum estimation frequency, in Herts
% fd - estimation frequency step, in Herts
% dimension
[dataLen,channelNum] = size(dataIn);
freqList = fmin:fd:fmax;
freqNum = length(freqList);
varRecord = zeros(freqNum,interp);
dataOut = zeros(dataLen/interp,channelNum);
fdTarget = zeros(channelNum,1);
samplePosTarget = zeros(channelNum,1);
for channel = 1:channelNum
for freq = 1:freqNum
% carrier
cxr = exp(-1i*2*pi*freqList(freq)/fs*(0:dataLen-1)');
% apply frequency shift onto input data
seqRx = dataIn(:,channel).*cxr;
for samplePos = 0:interp-1
seqRxDown = downsample(seqRx,interp,samplePos); % 下采样
seqRxDownQuaterOne = abs(real(seqRxDown)) + 1i*abs(imag(seqRxDown)); % 集中到第一象限
varRecord(freq,samplePos+1) = var(seqRxDownQuaterOne);
end
end
[fdIndex, samplePosIndex] = find(varRecord==min(min(varRecord)));
fdTarget(channel) = freqList(fdIndex);
samplePosTarget(channel) = samplePosIndex-1;
cxrTarget = exp(-1i*2*pi*fdTarget(channel)/fs*(0:dataLen-1)');
seqRxTarget = dataIn(:,channel).*cxrTarget;
dataOut(:,channel) = downsample(seqRxTarget,interp,samplePosTarget(channel));
end
end