import numpy as np import matplotlib.pyplot as plt fig, ax = plt.subplots() #---------------- #_📈_288_マルチミネラル xy_288 = [(331.8,1220) \ , (331.80244,1220) \ , (331.80488,1225) \ , (331.80732,1229) \ , (331.80976,1235) \ , (331.81221,1240) \ , (331.81465,1247) \ , (331.81709,1249) \ , (331.81953,1260) \ , (331.82197,1281) \ , (331.82442,1303) \ , (331.82686,1321) \ , (331.82930,1335) \ , (331.83174,1345) \ , (331.83418,1355) \ , (331.83663,1371) \ , (331.83907,1390) \ , (331.84151,1407) \ , (331.84395,1430) \ , (331.84639,1445) \ , (331.84884,1454) \ , (331.85128,1467) \ , (331.85372,1482) \ , (331.85616,1499) \ , (331.85860,1514) \ , (331.86105,1528) \ , (331.86349,1538) \ , (331.86593,1546) \ , (331.86837,1555) \ , (331.87081,1566) \ , (331.87326,1581) \ , (331.87570,1594) \ , (331.87814,1603) \ , (331.88058,1611) \ , (331.88302,1616) \ , (331.88547,1618) \ , (331.88791,1619) \ , (331.89035,1613) \ , (331.89279,1611) \ , (331.89523,1617) \ , (331.89768,1612) \ , (331.90012,1604) \ , (331.90256,1598) \ , (331.90500,1589) \ , (331.90744,1581) \ , (331.90989,1569) \ , (331.91233,1551) \ , (331.91477,1524) \ , (331.91721,1496) \ , (331.91965,1467) \ , (331.92210,1435) \ , (331.92454,1413) \ , (331.92698,1395) \ , (331.92942,1376) \ , (331.93186,1361) \ , (331.93431,1343) \ , (331.93675,1315) \ , (331.93919,1290) \ , (331.94163,1263) \ , (331.94407,1233) \ , (331.94652,1200) \ , (331.94896,1163) \ , (331.95140,1130) \ , (331.95384,1098) \ , (331.95628,1063) \ , (331.95873,1030) \ , (331.96117,994) \ , (331.96361,959) \ , (331.96605,929) \ , (331.96849,900) \ , (331.97094,873) \ , (331.97338,846) \ , (331.97582,820) \ , (331.97826,795) \ , (331.98070,772) \ , (331.98315,754) \ , (331.98559,736) \ , (331.98803,711) \ , (331.99047,687) \ , (331.99291,661) \ , (331.99536,645) \ , (331.99780,631) \ , (332.00024,616) \ , (332.00268,601) \ , (332.00512,575) \ , (332.00757,554) \ , (332.01001,548) \ , (332.01245,546) \ , (332.01489,548) \ , (332.01733,551) \ , (332.01978,543) 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\ , (332.14432,708) \ , (332.14676,704) \ , (332.14920,697) \ , (332.15164,692) \ , (332.15409,691) \ , (332.15653,686) \ , (332.15897,680) \ , (332.16141,674) \ , (332.16385,666) \ , (332.16630,658) \ , (332.16874,652) \ , (332.17118,653) \ , (332.17362,655) \ , (332.17606,660) \ , (332.17851,665) \ , (332.18095,668) \ , (332.18339,665) \ , (332.18583,657) \ , (332.18827,654) \ , (332.19072,653) \ , (332.19316,648) \ , (332.19560,643) \ , (332.19804,643) \ , (332.20048,644) \ , (332.20293,649) \ , (332.20537,656) \ , (332.20781,658) \ , (332.21025,655) \ , (332.21269,641) \ , (332.21514,634) \ , (332.21758,632) \ , (332.22002,629) \ , (332.22246,627) \ , (332.22490,631) \ , (332.22735,635) \ , (332.22979,635) \ , (332.23223,643) \ , (332.23467,644) \ , (332.23711,641) \ , (332.23956,640) \ , (332.24200,631) \ , (332.24444,621) \ , (332.24688,614) \ , (332.24932,616) \ , (332.25177,615) \ , (332.25421,611) \ , (332.25665,609) \ , (332.25909,602) \ , (332.26153,596) \ , (332.26398,593) \ , (332.26642,595) \ , (332.26886,595) \ , (332.27130,591) \ , (332.27374,586) \ , (332.27619,586) \ , (332.27863,583) \ , (332.28107,586) \ , (332.28351,590) \ , (332.28595,594) \ , (332.28840,599) \ , (332.29084,600) \ , (332.29328,601) \ , (332.29572,600) \ , (332.29816,597) \ , (332.30061,590) \ , (332.30305,582) \ , (332.30549,580) \ , (332.30793,583) \ , (332.31037,582) \ , (332.31282,576) \ , (332.31526,572) \ , (332.31770,566) \ , (332.32014,561) \ , (332.32258,551) \ , (332.32503,543) \ , (332.32747,545) \ , (332.32991,544) \ , (332.33235,546) \ , (332.33479,544) \ , (332.33724,539) \ , (332.33968,530) \ , (332.34212,527) \ , (332.34456,533) \ , (332.34700,536) \ , (332.34945,536) \ , (332.35189,530) \ , (332.35433,522) \ , (332.35677,517) \ , (332.35921,514) \ , (332.36166,515) \ , (332.36410,512) \ , (332.36654,507) \ , (332.36898,502) \ , (332.37142,497) \ , (332.37387,491) \ , (332.37631,482) \ , (332.37875,468) \ , (332.38119,457) \ , (332.38363,447) \ , (332.38608,448) \ , (332.38852,450) \ , (332.39096,451) \ , (332.39340,441) \ , (332.39584,425) \ , (332.39829,409) \ , (332.40073,398) \ , (332.40317,389) \ , (332.40561,383) \ , (332.40805,382) \ , (332.41050,379) \ , (332.41294,374) \ , (332.41538,362) \ , (332.41782,354) \ , (332.42026,351) \ , (332.42271,341) \ ] z_288 = [list(t) for t in zip(*xy_288)]; x_288 = z_288[0]; y_288 = z_288[1] ax.scatter(x_288, y_288) ax.plot(x_288, y_288) ax.annotate('ID=288' \ , xy=(np.mean(x_288),np.mean(y_288)) \ , xytext=(np.mean(x_288)+ np.std(y_288), np.mean(y_288) + np.std(y_288)) \ , 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 | 331.8 |
xmax | 341.8 |
ymin | -1572.1 |
ymax | 1938.11 |
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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