figure(3)\r
subplot(3,1,1)\r
semilogx(fconv,LFR)\r
-ylabel('Transfert function (decovonlution)')\r
+ylabel('Transfer function (deconvolution)')\r
title('Frequency response (dB)')\r
axis([10 20000 -40 +5])\r
grid on\r
imin=round(f1/fs*sizi)+1;\r
imax=round(f2/fs*sizi)+1;\r
E1=sqrt(sum(abs(FRT(imin:imax)-FR(imin:imax)).^2./(abs(FRT(imin:imax)).^2)))*100/(imax-imin+1);\r
-E1t = strcat('Erreur quadratique :',num2str(E1,2),' %');\r
+E1t = strcat('Quadratic error :',num2str(E1,2),' %');\r
text(3000,-5,E1t);\r
\r
%Transfer function method\r
axis([f_min f_max min(spec_mes_log(f_min_ind:f_max_ind-1000))-6 max(spec_mes_log(f_min_ind:f_max_ind))+6]);\r
xlabel('Frequency (Hz)');\r
ylabel('Amplitude (dB)');\r
- title(['Modulus of the transfert function (group: ' group ', id: ' id ', channel : ' channel ')']);\r
+ title(['Modulus of the transfer function (group: ' group ', id: ' id ', channel : ' channel ')']);\r
grid on;\r
\r
subplot(2,1,2);\r
grid on;\r
xlabel('Frequency (Hz)');\r
ylabel('Phase (rad)');\r
- title(['Phasis of the transfert function (group: ' group ', id: ' id ', channel : ' channel ')']);\r
+ title(['Phasis of the transfer function (group: ' group ', id: ' id ', channel : ' channel ')']);\r
\r
elseif domain == 2\r
% Time\r