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±¾ÈËÓÃlsqcurvefit¶Ô×迹ģÐͽøÐÐÊý¾ÝÄâºÏ£¬ÄâºÏ¹«Ê½Z=a(1)+(2000.*pi.*xdata).*a(2).*1i+(((((((a(5).^(-1))+(((2000.*pi.*xdata).*a(6).*1i).^(-1))).^(-1))+(2000.*pi.*xdata).*a(4).*1i).^(-1))+(a(3).^(-1))).^(-1))£¬ÆäÖÐxdataΪ×Ô±äÁ¿£¬ZΪÒò±äÁ¿¡£a(1)~a(6)Ó¦¾ùΪÕýʵÊý£¬µ«ÄâºÏ³öÀ´µÄ½á¹ûa(1)~a(6)¶¼Îª¸´Êý¡£¿ÒÇëÎÊÒ»ÏÂÈçºÎ¼ÓÏÞÖÆÌõ¼þ£¿»òÕßÊÂÏȶ¨Òåa(1)~a(6)ΪÕýʵÊý£¿Ê®·Ö¸Ðл£¡ ´úÂëÈçÏ %ÊäÈëÑ¡¶¨ÆµÂÊÖµxdata/kHz xdata=[0.02 1 2 3 4 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 100]; wL=[0.021296228 0.825987526 1.635136116 2.428765239 3.201157196 3.947096943 7.27215855 10.04304322 12.51484828 14.85659141 17.14744073 19.41818386 21.67950221 23.93705066 26.18831591 28.43047055 30.66445705 32.89310284 35.10666899 37.31269531 39.50866854 41.69490283 43.87611057 46.0450661 48.20459685 ]'; R=[0.09208 0.14407 0.2094 0.31065 0.44347 0.60245 1.596 2.585 3.398 4.045 4.574 5.024 5.424 5.792 6.139 6.47 6.791 7.102 7.406 7.703 7.995 8.28 8.559 8.832 9.1 ]'; Z=wL.*1i+R; fun=@(a,xdata)a(1)+(2000.*pi.*xdata).*a(2).*1i+(((((((a(5).^(-1))+(((2000.*pi.*xdata).*a(6).*1i).^(-1))).^(-1))+(2000.*pi.*xdata).*a(4).*1i).^(-1))+(a(3).^(-1))).^(-1)); a0=[2.82,0.000009,25,0.00002,3.57,0.0000115]; options = optimset('MaxFunEvals',15000,'MaxIter',3000); a=lsqcurvefit(fun,a0,xdata,Z,[],[],options); %»æÍ¼¹Û²ì times = linspace(xdata(1),xdata(end)); subplot(2,1,1); plot(xdata,R,'ko',times,real(fun(a,times)),'b-') legend('R Data','R Fitted exponential') title('Resistance Data and Fitted Curve') subplot(2,1,2); plot(xdata,wL,'ko',times,imag(fun(a,times)),'b-') legend('L Data','L Fitted exponential') title('Inductance Data and Fitted Curve') ·¢×ÔСľ³æAndroid¿Í»§¶Ë |
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