import numpy as np import matplotlib.pyplot as plt #fig, ax = plt.subplots(figsize=(2.9, 2.1)) fig, ax = plt.subplots() #---------------- #_📈_187_炭素 HS-100のESRスペクトル xy_187 = [(326.8,0) \ , (326.80488,0) \ , (326.80976,0) \ , (326.81465,0) \ , (326.81953,0) \ , (326.82442,0) \ , (326.82930,0) \ , (326.83418,0) \ , (326.83907,0) \ , (326.84395,0) \ , (326.84884,0) \ , (326.85372,-1) \ , (326.85860,-1) \ , (326.86349,0) \ , (326.86837,0) \ , (326.87326,0) \ , (326.87814,0) \ , (326.88302,0) \ , (326.88791,1) \ , (326.89279,1) \ , (326.89768,0) \ , (326.90256,0) \ , (326.90744,0) \ , (326.91233,0) \ , (326.91721,0) \ , (326.92210,0) \ , (326.92698,0) \ , (326.93186,0) \ , (326.93675,0) \ , (326.94163,0) \ , (326.94652,0) \ , (326.95140,0) \ , (326.95628,0) \ , (326.96117,0) \ , (326.96605,0) \ , (326.97094,0) \ , (326.97582,0) \ , (326.98070,0) \ , (326.98559,0) \ , (326.99047,0) \ , (326.99536,0) \ , (327.00024,0) \ , (327.00512,0) \ , (327.01001,0) \ , (327.01489,0) \ , (327.01978,0) \ , (327.02466,0) \ , (327.02954,0) \ , (327.03443,0) \ , (327.03931,1) \ , (327.04420,0) \ , (327.04908,0) \ , (327.05396,0) \ , (327.05885,0) \ , (327.06373,0) \ , (327.06862,0) \ , (327.07350,0) \ , (327.07838,0) \ , (327.08327,0) \ , (327.08815,0) \ , (327.09304,0) \ , (327.09792,0) \ , (327.10280,0) \ , (327.10769,0) \ , (327.11257,0) \ , (327.11746,0) \ , (327.12234,0) \ , (327.12722,0) \ , (327.13211,0) \ , (327.13699,0) \ , (327.14188,0) \ , (327.14676,0) \ , (327.15164,0) \ , (327.15653,0) \ , (327.16141,0) \ , (327.16630,0) \ , (327.17118,1) \ , (327.17606,1) \ , (327.18095,0) \ , (327.18583,-1) \ , (327.19072,0) \ , (327.19560,0) \ , (327.20048,0) \ , (327.20537,0) \ , (327.21025,0) \ , (327.21514,0) \ , (327.22002,0) \ , (327.22490,0) \ , (327.22979,0) \ , (327.23467,0) \ , (327.23956,0) \ , (327.24444,0) \ , (327.24932,0) \ , (327.25421,0) \ , (327.25909,0) \ , (327.26398,0) \ , (327.26886,0) \ , (327.27374,0) \ , (327.27863,0) \ , (327.28351,0) \ , (327.28840,0) \ , (327.29328,0) \ , (327.29816,0) \ , (327.30305,0) \ , (327.30793,0) \ , (327.31282,0) \ , (327.31770,0) \ , (327.32258,0) \ , (327.32747,0) \ , (327.33235,0) \ , (327.33724,0) \ , (327.34212,0) \ , (327.34700,0) \ , (327.35189,0) \ , (327.35677,0) \ , (327.36166,0) \ , (327.36654,0) \ , (327.37142,0) \ , (327.37631,0) \ , (327.38119,0) \ , (327.38608,0) \ , (327.39096,0) \ , (327.39584,0) \ , (327.40073,0) \ , (327.40561,0) \ , (327.41050,0) \ , (327.41538,0) \ , (327.42026,0) \ , (327.42515,0) \ , (327.43003,0) \ , (327.43492,0) \ , (327.43980,0) \ , (327.44468,0) \ , (327.44957,0) \ , (327.45445,0) \ , (327.45934,0) \ , (327.46422,0) \ , (327.46910,0) \ , (327.47399,-1) \ , (327.47887,0) \ , (327.48376,0) \ , (327.48864,0) \ , (327.49352,0) \ , (327.49841,0) \ , (327.50329,0) \ , (327.50818,-1) \ , (327.51306,0) \ , (327.51794,0) \ , (327.52283,0) \ , (327.52771,0) \ , (327.53260,-1) \ , (327.53748,0) \ , (327.54236,1) \ , (327.54725,0) \ , (327.55213,0) \ , (327.55702,0) \ , (327.56190,0) \ , (327.56678,0) \ , (327.57167,0) \ , (327.57655,0) \ , (327.58144,1) \ , (327.58632,0) \ , (327.59120,0) \ , (327.59609,0) \ , (327.60097,0) \ , (327.60586,0) \ , (327.61074,0) \ , (327.61562,0) \ , (327.62051,0) \ , (327.62539,0) \ , (327.63028,0) \ , (327.63516,0) \ , (327.64004,0) \ , (327.64493,0) \ , (327.64981,1) \ , (327.65470,0) \ , (327.65958,0) \ , (327.66446,0) \ , (327.66935,0) \ , (327.67423,0) \ , (327.67912,0) \ , (327.68400,0) \ , (327.68888,0) \ , (327.69377,0) \ , (327.69865,0) \ , (327.70354,0) \ , (327.70842,0) \ , (327.71330,0) \ , (327.71819,0) \ , (327.72307,0) \ , (327.72796,0) \ , (327.73284,0) \ , (327.73772,0) \ , (327.74261,0) \ , (327.74749,0) \ , (327.75238,0) \ , (327.75726,0) \ , (327.76214,0) \ , (327.76703,0) \ , (327.77191,0) \ , (327.77680,0) \ , (327.78168,0) \ , (327.78656,0) \ , (327.79145,0) \ , (327.79633,0) \ , (327.80122,0) \ , (327.80610,-1) \ , (327.81098,-1) \ , (327.81587,0) \ , (327.82075,0) \ , (327.82564,0) \ , (327.83052,0) \ , (327.83540,0) \ , (327.84029,0) \ , (327.84517,0) \ , (327.85006,0) \ , (327.85494,0) \ , (327.85982,0) \ , (327.86471,0) \ , (327.86959,0) \ , (327.87448,0) \ , (327.87936,0) \ , (327.88424,0) \ , (327.88913,0) \ , (327.89401,0) \ , (327.89890,0) \ , (327.90378,0) \ , (327.90866,0) \ , (327.91355,0) \ , (327.91843,-1) \ , (327.92332,0) \ , (327.92820,0) \ , (327.93308,0) \ , (327.93797,0) \ , (327.94285,0) \ , (327.94774,0) \ , (327.95262,0) \ , (327.95750,0) \ , (327.96239,-1) \ , (327.96727,0) \ , (327.97216,0) \ , (327.97704,0) \ , (327.98192,0) \ , (327.98681,0) \ , (327.99169,0) \ , (327.99658,0) \ , (328.00146,0) \ , (328.00634,0) \ , (328.01123,0) \ , (328.01611,0) \ , (328.02100,0) \ , (328.02588,0) \ , (328.03076,0) \ , (328.03565,0) \ , (328.04053,0) \ , (328.04542,-1) \ ] z_187 = [list(t) for t in zip(*xy_187)]; x_187 = z_187[0]; y_187 = z_187[1] ax.scatter(x_187, y_187) ax.plot(x_187, y_187) ax.annotate('ID=187' \ , xy=(np.mean(x_187),np.mean(y_187)) \ , xytext=(np.mean(x_187)+ np.std(y_187), np.mean(y_187) + np.std(y_187)) \ , arrowprops=dict(arrowstyle="->")) #---------------- plt.show()
A4 (210 × 297mm)あるいは少し大きめのレターサイズ(215.9 × 279.4ミリ)が一般的です。 2 カラムとすると 3.34645669291339インチ程度。 アスペクトを 4:3にすれば、2.9インチ×2.1インチぐらいの図が論文投稿の図として適切です。
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 | 326.8 |
xmax | 346.8 |
ymin | -654.8 |
ymax | 891.58 |
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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