質問編集履歴
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具体的なプログラムの表記
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python初心者です．
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pythonで作図した時系列データに対し，最小二乗法を用いた曲線近似（対数近似 ： y=a+b*INx）を求めたいと思ってい
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pythonで作図した時系列データに対し，最小二乗法を用いた曲線近似（対数近似 ： y=a+b*INx）を求めたいと思っています．
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scipy.optimize.curve_fit()を使おうと思ったのですが，私の力が足りずできませんでした.....
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以下に近似線を引く前のプログラムです．
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N1 = np.genfromtxt\
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(r_id_2020+'/' + date + '/' + 'sokudo'+ date+'/' + 'sokudo_001' +'_'+date+ kakutyo , \
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delimiter= "," , skip_header=2, dtype='float')
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T = N1[:,0]
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x = N1[:,1]
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y = N1[:,2]
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Vx = N1[:,3]
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Vy = N1[:,4]
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plt.plot(x,Vx , c="red" ,linewidth = 3.0 ,linestyle = "--" ,label = "experiment")
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plt.tight_layout()
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plt.grid(True)
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plt.legend(loc = 4,fontsize =18)
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plt.xlim([0,100])
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plt.ylim([0,200])
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plt.show()
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以下に示すのが読み取った値です．
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横軸：x=[0.00000000e+00 0.00000000e+00 0.00000000e+00 0.00000000e+00
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0.00000000e+00 1.90961041e-02 5.24035548e-02 2.85298953e-01
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7.21075890e-01 1.27872008e+00 1.93054469e+00 2.74415196e+00
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3.68723589e+00 4.75847352e+00 5.87141905e+00 7.04011478e+00
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8.36277713e+00 9.70280669e+00 1.11143465e+01 1.25954020e+01
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1.41392145e+01 1.57012355e+01 1.73083533e+01 1.89795096e+01
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2.06446459e+01 2.24057242e+01 2.41901302e+01 2.60303676e+01
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2.78307003e+01 2.95976600e+01 3.13087960e+01 3.30842440e+01
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3.47851258e+01 3.65105431e+01 3.82488748e+01 4.00159721e+01
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4.17402677e+01 4.34410278e+01 4.52448555e+01 4.69817836e+01
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4.87180675e+01 5.04680193e+01 5.22016781e+01 5.39695510e+01
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5.56590214e+01 5.73945792e+01 5.92032241e+01 6.09687188e+01
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6.27228611e+01 6.45467608e+01 6.63263339e+01 6.81291919e+01
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6.99411467e+01 7.17997065e+01 7.36481266e+01 7.54604648e+01
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7.72207331e+01 7.90777275e+01 8.08353332e+01 8.26670779e+01
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8.46531627e+01]
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縦軸：Vx=[ 0. 0.60085865 0. 0. 0.
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1.99844704 13.97372388 26.14661623 33.45865115 39.10947701
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48.81643602 56.58503559 64.27425794 66.77673165 70.12174381
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79.35974097 80.40177396 84.69239012 88.86332873 92.62875202
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93.72125846 96.42706474 100.26938091 99.90817593 105.66469813
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107.064359 110.41424644 108.019962 106.01758445 102.6681563
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106.52688151 102.05290984 103.52503684 104.29990184 106.02583642
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103.45773805 102.04560391 108.22966384 104.21568472 104.17703327
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104.99710988 104.01952463 106.07237378 101.36822886 104.13346659
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108.51869321 105.92968331 105.24853623 109.43398266 106.77438881
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108.17147708 108.71728851 111.51358727 110.90520583 108.74029412
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105.61609635 111.41966345 105.45634023 109.90468592 119.16508715
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116.03951328]
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以下の図のような近似線を引きたいです．
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