import numpy as np import matplotlib.pyplot as plt fig, ax = plt.subplots() #---------------- #_📈_617_10mM 7-Azo-15-oxidispiro〔5,1,5,3〕hexadecane-7-yloxyアルコール溶液 Mnマーカー有り 25℃、4mW、磁場変調強度0.2mT、ヘマトクリット毛細管で測定 xy_617 = [(315,2) \ , (315.00244,0) \ , (315.00488,0) \ , (315.00732,0) \ , (315.00976,0) \ , (315.01220,1) \ , (315.01465,1) \ , (315.01709,-1) \ , (315.01953,2) \ , (315.02197,2) \ , (315.02441,2) \ , (315.02685,1) \ , (315.02930,1) \ , (315.03174,2) \ , (315.03418,1) \ , (315.03662,1) \ , (315.03906,1) \ , (315.04150,1) \ , (315.04395,1) \ , (315.04639,0) \ , (315.04883,-1) \ , (315.05127,0) \ , (315.05371,3) \ , (315.05615,2) \ , (315.05860,-1) \ , (315.06104,-1) \ , (315.06348,2) \ , (315.06592,3) \ , (315.06836,1) \ , (315.07080,1) \ , (315.07325,-1) \ , (315.07569,2) \ , (315.07813,1) \ , (315.08057,-1) \ , (315.08301,-1) \ , (315.08545,0) \ , (315.08790,1) \ , (315.09034,1) \ , (315.09278,-1) \ , (315.09522,0) \ , (315.09766,0) \ , (315.10010,2) \ , (315.10255,1) \ , (315.10499,0) \ , (315.10743,0) \ , (315.10987,1) \ , (315.11231,1) \ , (315.11476,0) \ , (315.11720,0) \ , (315.11964,1) \ , (315.12208,2) \ , (315.12452,1) \ , (315.12696,-1) \ , (315.12941,1) \ , (315.13185,1) \ , (315.13429,2) \ , (315.13673,0) \ , (315.13917,0) \ , (315.14161,2) \ , (315.14406,1) \ , (315.14650,0) \ , (315.14894,-1) \ , (315.15138,-2) \ , (315.15382,0) \ , (315.15626,3) \ , (315.15871,1) \ , (315.16115,-1) \ , (315.16359,1) \ , (315.16603,2) \ , (315.16847,0) \ , (315.17091,-1) \ , (315.17336,-1) \ , (315.17580,2) \ , (315.17824,1) \ , (315.18068,0) \ , (315.18312,-1) \ , (315.18556,0) \ , (315.18801,2) \ , (315.19045,2) \ , (315.19289,-1) \ , (315.19533,-1) \ , (315.19777,0) \ , (315.20021,1) \ , (315.20266,1) \ , (315.20510,-1) \ , (315.20754,0) \ , (315.20998,0) \ , (315.21242,1) \ , (315.21486,0) \ , (315.21731,0) \ , (315.21975,1) \ , (315.22219,2) \ , (315.22463,1) \ , (315.22707,1) \ , (315.22952,0) \ , (315.23196,1) \ , (315.23440,1) \ , (315.23684,0) \ , (315.23928,0) \ , (315.24172,2) \ , (315.24417,1) \ , (315.24661,1) \ , (315.24905,0) \ , (315.25149,0) \ , (315.25393,0) \ , (315.25637,2) \ , (315.25882,1) \ , (315.26126,0) \ , (315.26370,2) \ , (315.26614,2) \ , (315.26858,2) \ , (315.27102,1) \ , (315.27347,0) \ , (315.27591,1) \ , (315.27835,2) \ , (315.28079,1) \ , (315.28323,-1) \ , (315.28567,0) \ , (315.28812,1) \ , (315.29056,2) \ , (315.29300,-1) \ , (315.29544,0) \ , (315.29788,0) \ , (315.30032,2) \ , (315.30277,2) \ , (315.30521,-1) \ , (315.30765,0) \ , (315.31009,1) \ , (315.31253,1) \ , (315.31497,0) \ , (315.31742,0) \ , (315.31986,-1) \ , (315.32230,1) \ , (315.32474,1) \ , (315.32718,0) \ , (315.32963,1) \ , (315.33207,0) \ , (315.33451,1) \ , (315.33695,1) \ , (315.33939,0) \ , (315.34183,0) \ , (315.34428,1) \ , (315.34672,1) \ , (315.34916,0) \ , (315.35160,0) \ , (315.35404,1) \ , (315.35648,2) \ , (315.35893,2) \ , (315.36137,-1) \ , (315.36381,1) \ , (315.36625,0) \ , (315.36869,1) \ , (315.37113,-1) \ , (315.37358,0) \ , (315.37602,0) \ , (315.37846,1) \ , (315.38090,1) \ , (315.38334,-2) \ , (315.38578,0) \ , (315.38823,1) \ , (315.39067,2) \ , (315.39311,0) \ , (315.39555,0) \ , (315.39799,0) \ , (315.40043,2) \ , (315.40288,1) \ , (315.40532,0) \ , (315.40776,-1) \ , (315.41020,0) \ , (315.41264,1) \ , (315.41508,0) \ , (315.41753,0) \ , (315.41997,1) \ , (315.42241,1) \ , (315.42485,1) \ , (315.42729,2) \ , (315.42973,1) \ , (315.43218,1) \ , (315.43462,0) \ , (315.43706,0) \ , (315.43950,-1) \ , (315.44194,0) \ , (315.44439,1) \ , (315.44683,0) \ , (315.44927,0) \ , (315.45171,0) \ , (315.45415,1) \ , (315.45659,1) \ , (315.45904,1) \ , (315.46148,0) \ , (315.46392,1) \ , (315.46636,1) \ , (315.46880,2) \ , (315.47124,-1) \ , (315.47369,-1) \ , (315.47613,0) \ , (315.47857,1) \ , (315.48101,2) \ , (315.48345,-2) \ , (315.48589,-1) \ , (315.48834,1) \ , (315.49078,2) \ , (315.49322,0) \ , (315.49566,-1) \ , (315.49810,0) \ , (315.50054,2) \ , (315.50299,1) \ , (315.50543,0) \ , (315.50787,-1) \ , (315.51031,0) \ , (315.51275,2) \ , (315.51519,1) \ , (315.51764,-1) \ , (315.52008,0) \ , (315.52252,1) \ , (315.52496,2) \ , (315.52740,0) \ , (315.52984,0) \ , (315.53229,1) \ , (315.53473,2) \ , (315.53717,1) \ , (315.53961,0) \ , (315.54205,1) \ , (315.54450,1) \ , (315.54694,0) \ , (315.54938,-1) \ , (315.55182,-2) \ , (315.55426,0) \ , (315.55670,2) \ , (315.55915,2) \ , (315.56159,0) \ , (315.56403,0) \ , (315.56647,1) \ , (315.56891,2) \ , (315.57135,0) \ , (315.57380,-1) \ , (315.57624,2) \ , (315.57868,2) \ , (315.58112,2) \ , (315.58356,0) \ , (315.58600,0) \ , (315.58845,1) \ , (315.59089,3) \ , (315.59333,1) \ , (315.59577,0) \ , (315.59821,0) \ , (315.60065,2) \ , (315.60310,2) \ , (315.60554,1) \ , (315.60798,-1) \ , (315.61042,0) \ , (315.61286,1) \ , (315.61530,2) \ , (315.61775,0) \ , (315.62019,0) \ , (315.62263,1) \ ] z_617 = [list(t) for t in zip(*xy_617)]; x_617 = z_617[0]; y_617 = z_617[1] ax.scatter(x_617, y_617) ax.plot(x_617, y_617) ax.annotate('ID=617' \ , xy=(np.mean(x_617),np.mean(y_617)) \ , xytext=(np.mean(x_617)+ np.std(y_617), np.mean(y_617) + np.std(y_617)) \ , arrowprops=dict(arrowstyle="->")) #---------------- plt.show()
サーバーサイドでラスタライズ(bmp,jpg,png)しているので、レスポンシブな表示が可能です。 サーバーサイドでダイナミックに生成している画像なので、ダウンロードだけでなく、リンクもできます。
クライアントサイドでラスタライズ(bmp,jpg,png)しているので、レスポンシブな表示が可能です。 クライアントサイドでダイナミックに生成している画像なので、ダウンロードはできますが、リンクはできません。
xmin | 315 |
xmax | 335 |
ymin | -1331.9 |
ymax | 1377.29 |
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名称 | グラフ | 説明 |
---|---|---|
指数関数 |
python
+matplotlib
import numpy as np import math import matplotlib.pyplot as plt xy = [(p, math.exp(p)) for p in \ np.arange(start = - 2, stop = 2, step = 0.1)] z = [list(t) for t in zip(*xy)]; x = z[0]; y = z[1] fig, ax = plt.subplots() ax.plot(x, y) plt.show() |
|
逆ネルンスト | 電池の充放電曲線で現れます。 | |
確率曲線 | ||
正規分布関数 | 確率統計で多用されます。 品質管理 でも大切です。 |
動画、音声及び写真を含む図表等を転載する場合には転載許諾書による同意があった方が無難です。 動画、音声及び写真を含む図表等の転載許諾書