import numpy as np import matplotlib.pyplot as plt fig, ax = plt.subplots() #---------------- #_📈_364_1mM ガラクトースTEMPO水溶液 Mnマーカー有り 80℃、4mW、ヘマトクリット毛細管で測定 xy_364 = [(320,1) \ , (320.00122,1) \ , (320.00244,1) \ , (320.00366,1) \ , (320.00488,1) \ , (320.00610,2) \ , (320.00732,1) \ , (320.00854,1) \ , (320.00976,1) \ , (320.01098,2) \ , (320.01220,2) \ , (320.01342,1) \ , (320.01465,1) \ , (320.01587,1) \ , (320.01709,2) \ , (320.01831,1) \ , (320.01953,2) \ , (320.02075,1) \ , (320.02197,1) \ , (320.02319,1) \ , (320.02441,1) \ , (320.02563,1) \ , (320.02685,0) \ , (320.02807,1) \ , (320.02930,1) \ , (320.03052,1) \ , (320.03174,1) \ , (320.03296,0) \ , (320.03418,0) \ , (320.03540,1) \ , (320.03662,1) \ , (320.03784,0) \ , (320.03906,1) \ , (320.04028,0) \ , (320.04150,1) \ , (320.04272,1) \ , (320.04395,1) \ , (320.04517,1) \ , (320.04639,1) \ , (320.04761,1) \ , (320.04883,1) \ , (320.05005,2) \ , (320.05127,1) \ , (320.05249,1) \ , (320.05371,1) \ , (320.05493,1) \ , (320.05615,0) \ , (320.05738,1) \ , (320.05860,1) \ , (320.05982,1) \ , (320.06104,1) \ , (320.06226,1) \ , (320.06348,1) \ , (320.06470,1) \ , (320.06592,0) \ , (320.06714,0) \ , (320.06836,0) \ , (320.06958,0) \ , (320.07080,1) \ , (320.07203,0) \ , (320.07325,0) \ , (320.07447,1) \ , (320.07569,0) \ , (320.07691,1) \ , (320.07813,1) \ , (320.07935,0) \ , (320.08057,1) \ , (320.08179,1) \ , (320.08301,1) \ , (320.08423,1) \ , (320.08545,1) \ , (320.08668,1) \ , (320.08790,2) \ , (320.08912,1) \ , (320.09034,1) \ , (320.09156,1) \ , (320.09278,1) \ , (320.09400,1) \ , (320.09522,1) \ , (320.09644,1) \ , (320.09766,0) \ , (320.09888,1) \ , (320.10010,1) \ , (320.10133,1) \ , (320.10255,0) \ , (320.10377,-1) \ , (320.10499,0) \ , (320.10621,1) \ , (320.10743,0) \ , (320.10865,1) \ , (320.10987,0) \ , (320.11109,0) \ , (320.11231,0) \ , (320.11353,1) \ , (320.11476,0) \ , (320.11598,0) \ , (320.11720,1) \ , (320.11842,0) \ , (320.11964,0) \ , (320.12086,1) \ , (320.12208,1) \ , (320.12330,1) \ , (320.12452,0) \ , (320.12574,1) \ , (320.12696,1) \ , (320.12818,1) \ , (320.12941,0) \ , (320.13063,0) \ , (320.13185,0) \ , (320.13307,1) \ , (320.13429,1) \ , (320.13551,1) \ , (320.13673,1) \ , (320.13795,1) \ , (320.13917,0) \ , (320.14039,1) \ , (320.14161,1) \ , (320.14283,1) \ , (320.14406,0) \ , (320.14528,0) \ , (320.14650,0) \ , (320.14772,0) \ , (320.14894,0) \ , (320.15016,0) \ , (320.15138,0) \ , (320.15260,0) \ , (320.15382,0) \ , (320.15504,0) \ , (320.15626,0) \ , (320.15748,0) \ , (320.15871,0) \ , (320.15993,0) \ , (320.16115,0) \ , (320.16237,0) \ , (320.16359,0) \ , (320.16481,0) \ , (320.16603,-1) \ , (320.16725,0) \ , (320.16847,-1) \ , (320.16969,0) \ , (320.17091,0) \ , (320.17214,0) \ , (320.17336,0) \ , (320.17458,0) \ , (320.17580,0) \ , (320.17702,0) \ , (320.17824,0) \ , (320.17946,0) \ , (320.18068,0) \ , (320.18190,0) \ , (320.18312,0) \ , (320.18434,0) \ , (320.18556,0) \ , (320.18679,-1) \ , (320.18801,-1) \ , (320.18923,0) \ , (320.19045,0) \ , (320.19167,0) \ , (320.19289,-1) \ , (320.19411,0) \ , (320.19533,0) \ , (320.19655,-1) \ , (320.19777,0) \ , (320.19899,0) \ , (320.20021,0) \ , (320.20144,0) \ , (320.20266,0) \ , (320.20388,0) \ , (320.20510,0) \ , (320.20632,0) \ , (320.20754,0) \ , (320.20876,0) \ , (320.20998,0) \ , (320.21120,0) \ , (320.21242,-1) \ , (320.21364,0) \ , (320.21486,0) \ , (320.21609,-1) \ , (320.21731,0) \ , (320.21853,0) \ , (320.21975,0) \ , (320.22097,0) \ , (320.22219,0) \ , (320.22341,-1) \ , (320.22463,-1) \ , (320.22585,0) \ , (320.22707,0) \ , (320.22829,0) \ , (320.22952,0) \ , (320.23074,0) \ , (320.23196,-1) \ , (320.23318,0) \ , (320.23440,0) \ , (320.23562,0) \ , (320.23684,-1) \ , (320.23806,0) \ , (320.23928,0) \ , (320.24050,0) \ , (320.24172,0) \ , (320.24294,-1) \ , (320.24417,0) \ , (320.24539,0) \ , (320.24661,0) \ , (320.24783,0) \ , (320.24905,-1) \ , (320.25027,0) \ , (320.25149,0) \ , (320.25271,-1) \ , (320.25393,0) \ , (320.25515,0) \ , (320.25637,0) \ , (320.25759,-1) \ , (320.25882,-1) \ , (320.26004,-1) \ , (320.26126,-1) \ , (320.26248,-1) \ , (320.26370,-1) \ , (320.26492,-1) \ , (320.26614,-1) \ , (320.26736,-1) \ , (320.26858,-1) \ , (320.26980,-1) \ , (320.27102,-1) \ , (320.27225,-2) \ , (320.27347,-2) \ , (320.27469,-2) \ , (320.27591,-2) \ , (320.27713,-2) \ , (320.27835,-1) \ , (320.27957,-2) \ , (320.28079,-2) \ , (320.28201,-1) \ , (320.28323,-2) \ , (320.28445,-1) \ , (320.28567,-2) \ , (320.28690,-1) \ , (320.28812,-1) \ , (320.28934,-1) \ , (320.29056,-2) \ , (320.29178,-1) \ , (320.29300,-2) \ , (320.29422,-2) \ , (320.29544,-2) \ , (320.29666,-2) \ , (320.29788,-2) \ , (320.29910,-2) \ , (320.30032,-2) \ , (320.30155,-3) \ , (320.30277,-2) \ , (320.30399,-2) \ , (320.30521,-2) \ , (320.30643,-2) \ , (320.30765,-2) \ , (320.30887,-2) \ , (320.31009,-2) \ , (320.31131,-2) \ ] z_364 = [list(t) for t in zip(*xy_364)]; x_364 = z_364[0]; y_364 = z_364[1] ax.scatter(x_364, y_364) ax.plot(x_364, y_364) ax.annotate('ID=364' \ , xy=(np.mean(x_364),np.mean(y_364)) \ , xytext=(np.mean(x_364)+ np.std(y_364), np.mean(y_364) + np.std(y_364)) \ , 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 | 320 |
xmax | 330 |
ymin | -1098.6 |
ymax | 1135.06 |
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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