🏠
🌡️ 📆 令和6年6月6日
⇒#258@グラフ;

📈 炭素 YP50F (1mW・マンガン無)

258_炭素 YP50F (1mW・マンガン無)
👨‍🏫 0
import numpy as np
import matplotlib.pyplot as plt

fig, ax = plt.subplots()

#----------------
#_📈_258_炭素 YP50F (1mW・マンガン無)
xy_258 = [(317.465,30) \
, (317.46683,28) \
, (317.46866,29) \
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, (317.85506,33) \
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, (317.87886,30) \
, (317.88070,30) \
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, (317.89168,28) \
, (317.89351,29) \
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, (317.90633,29) \
, (317.90816,28) \
, (317.91000,26) \
, (317.91183,26) \
, (317.91366,25) \
, (317.91549,24) \
, (317.91732,24) \
, (317.91915,24) \
, (317.92098,23) \
, (317.92281,23) \
, (317.92465,22) \
, (317.92648,22) \
, (317.92831,20) \
, (317.93014,19) \
, (317.93197,18) \
]
z_258 = [list(t) for t in zip(*xy_258)]; x_258 = z_258[0]; y_258 = z_258[1]

ax.scatter(x_258, y_258)
ax.plot(x_258, y_258)
ax.annotate('ID=258' \
, xy=(np.mean(x_258),np.mean(y_258)) \
, xytext=(np.mean(x_258)+ np.std(y_258), np.mean(y_258) + np.std(y_258)) \
, arrowprops=dict(arrowstyle="->"))
#----------------

plt.show()
  1 python コード

サーバーサイドスクリプト

  2 炭素 YP50F (1mW・マンガン無)

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スクリプト

  3 canvas 炭素 YP50F (1mW・マンガン無)

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。


  4 google chart APIを使った描画

  5 炭素 YP50F (1mW・マンガン無)

xmin317.465
xmax332.465
ymin-82.4
ymax79.74
317.465,30 317.46683,28 317.46866,29 317.47049,29 317.47232,29 317.47415,30 317.47598,29 317.47781,29 317.47965,29 317.48148,29 317.48331,28 317.48514,28 317.48697,28 317.48880,28 317.49063,27 317.49246,28 317.49430,28 317.49613,28 317.49796,29 317.49979,31 317.50162,32 317.50345,34 317.50528,34 317.50711,35 317.50895,35 317.51078,35 317.51261,35 317.51444,34 317.51627,34 317.51810,34 317.51993,34 317.52176,34 317.52360,35 317.52543,34 317.52726,34 317.52909,35 317.53092,36 317.53275,36 317.53458,36 317.53641,36 317.53825,35 317.54008,35 317.54191,34 317.54374,35 317.54557,35 317.54740,36 317.54923,36 317.55107,37 317.55290,37 317.55473,38 317.55656,37 317.55839,37 317.56022,38 317.56205,38 317.56388,38 317.56572,38 317.56755,38 317.56938,39 317.57121,39 317.57304,39 317.57487,40 317.57670,41 317.57853,41 317.58037,42 317.58220,42 317.58403,42 317.58586,40 317.58769,40 317.58952,38 317.59135,38 317.59318,39 317.59502,39 317.59685,40 317.59868,42 317.60051,42 317.60234,43 317.60417,44 317.60600,44 317.60783,44 317.60967,43 317.61150,43 317.61333,41 317.61516,40 317.61699,38 317.61882,37 317.62065,36 317.62248,35 317.62432,35 317.62615,35 317.62798,35 317.62981,35 317.63164,34 317.63347,33 317.63530,31 317.63714,30 317.63897,29 317.64080,28 317.64263,28 317.64446,27 317.64629,26 317.64812,25 317.64995,25 317.65179,24 317.65362,24 317.65545,24 317.65728,23 317.65911,23 317.66094,22 317.66277,22 317.66460,21 317.66644,21 317.66827,20 317.67010,21 317.67193,19 317.67376,20 317.67559,19 317.67742,20 317.67925,19 317.68109,19 317.68292,20 317.68475,20 317.68658,21 317.68841,20 317.69024,21 317.69207,19 317.69390,19 317.69574,18 317.69757,17 317.69940,17 317.70123,17 317.70306,16 317.70489,17 317.70672,18 317.70856,18 317.71039,18 317.71222,20 317.71405,21 317.71588,21 317.71771,22 317.71954,23 317.72137,22 317.72321,23 317.72504,23 317.72687,23 317.72870,24 317.73053,23 317.73236,23 317.73419,23 317.73602,22 317.73786,23 317.73969,23 317.74152,23 317.74335,23 317.74518,23 317.74701,23 317.74884,23 317.75067,24 317.75251,25 317.75434,26 317.75617,27 317.75800,28 317.75983,29 317.76166,30 317.76349,32 317.76532,34 317.76716,36 317.76899,36 317.77082,38 317.77265,39 317.77448,41 317.77631,41 317.77814,41 317.77997,41 317.78181,40 317.78364,39 317.78547,38 317.78730,36 317.78913,35 317.79096,33 317.79279,32 317.79463,30 317.79646,28 317.79829,25 317.80012,24 317.80195,24 317.80378,24 317.80561,24 317.80744,24 317.80928,24 317.81111,24 317.81294,25 317.81477,24 317.81660,24 317.81843,25 317.82026,25 317.82209,25 317.82393,26 317.82576,27 317.82759,27 317.82942,27 317.83125,28 317.83308,29 317.83491,30 317.83674,31 317.83858,31 317.84041,31 317.84224,31 317.84407,30 317.84590,30 317.84773,31 317.84956,30 317.85139,31 317.85323,31 317.85506,33 317.85689,33 317.85872,34 317.86055,35 317.86238,36 317.86421,36 317.86604,35 317.86788,34 317.86971,34 317.87154,33 317.87337,32 317.87520,32 317.87703,31 317.87886,30 317.88070,30 317.88253,29 317.88436,28 317.88619,28 317.88802,28 317.88985,28 317.89168,28 317.89351,29 317.89535,30 317.89718,30 317.89901,30 317.90084,30 317.90267,29 317.90450,29 317.90633,29 317.90816,28 317.91000,26 317.91183,26 317.91366,25 317.91549,24 317.91732,24 317.91915,24 317.92098,23 317.92281,23 317.92465,22 317.92648,22 317.92831,20 317.93014,19 317.93197,18 317.93380,18 317.93563,17 317.93746,18 317.93930,19 317.94113,19 317.94296,19 317.94479,19 317.94662,20 317.94845,20 317.95028,20 317.95212,21 317.95395,21 317.95578,21 317.95761,22 317.95944,21 317.96127,22 317.96310,24 317.96493,25 317.96677,25 317.96860,27 317.97043,27 317.97226,27 317.97409,28 317.97592,27 317.97775,28 317.97958,28 317.98142,29 317.98325,28 317.98508,27 317.98691,27 317.98874,27 317.99057,28 317.99240,28 317.99423,28 317.99607,29 317.99790,28 317.99973,29 318.00156,29 318.00339,30 318.00522,30 318.00705,30 318.00888,29 318.01072,28 318.01255,29 318.01438,29 318.01621,27 318.01804,27 318.01987,26 318.02170,26 318.02353,26 318.02537,27 318.02720,27 318.02903,27 318.03086,28 318.03269,28 318.03452,28 318.03635,30 318.03819,32 318.04002,33 318.04185,33 318.04368,35 318.04551,37 318.04734,37 318.04917,38 318.05100,39 318.05284,40 318.05467,41 318.05650,42 318.05833,43 318.06016,43 318.06199,42 318.06382,42 318.06565,43 318.06749,43 318.06932,44 318.07115,45 318.07298,45 318.07481,45 318.07664,45 318.07847,45 318.08030,45 318.08214,46 318.08397,46 318.08580,46 318.08763,47 318.08946,47 318.09129,47 318.09312,46 318.09495,47 318.09679,46 318.09862,45 318.10045,45 318.10228,44 318.10411,44 318.10594,42 318.10777,40 318.10960,39 318.11144,38 318.11327,37 318.11510,37 318.11693,37 318.11876,37 318.12059,38 318.12242,38 318.12426,38 318.12609,38 318.12792,38 318.12975,39 318.13158,39 318.13341,40 318.13524,40 318.13707,39 318.13891,41 318.14074,40 318.14257,40 318.14440,41 318.14623,41 318.14806,39 318.14989,39 318.15172,38 318.15356,37 318.15539,37 318.15722,37 318.15905,36 318.16088,36 318.16271,36 318.16454,36 318.16637,36 318.16821,37 318.17004,37 318.17187,38 318.17370,38 318.17553,39 318.17736,40 318.17919,39 318.18102,38 318.18286,38 318.18469,38 318.18652,38 318.18835,38 318.19018,38 318.19201,38 318.19384,38 318.19568,39 318.19751,39 318.19934,39 318.20117,40 318.20300,41 318.20483,39 318.20666,40 318.20849,41 318.21033,41 318.21216,40 318.21399,40 318.21582,39 318.21765,38 318.21948,37 318.22131,35 318.22314,33 318.22498,32 318.22681,31 318.22864,30 318.23047,30 318.23230,29 318.23413,29 318.23596,28 318.23779,28 318.23963,28 318.24146,27 318.24329,27 318.24512,27 318.24695,27 318.24878,27 318.25061,26 318.25244,26 318.25428,25 318.25611,25 318.25794,25 318.25977,25 318.26160,24 318.26343,24 318.26526,23 318.26709,22 318.26893,22 318.27076,22 318.27259,23 318.27442,24 318.27625,25 318.27808,26 318.27991,27 318.28175,27 318.28358,27 318.28541,28 318.28724,28 318.28907,28 318.29090,28 318.29273,28 318.29456,28 318.29640,28 318.29823,28 318.30006,28 318.30189,28 318.30372,27 318.30555,29 318.30738,30 318.30921,30 318.31105,30 318.31288,31 318.31471,32 318.31654,33 318.31837,33 318.32020,34 318.32203,34 318.32386,34 318.32570,34 318.32753,35 318.32936,35 318.33119,36 318.33302,36 318.33485,37 318.33668,37 318.33851,37 318.34035,37 318.34218,36 318.34401,36 318.34584,37 318.34767,36 318.34950,37 318.35133,38 318.35316,38 318.35500,37 318.35683,37 318.35866,35 318.36049,35 318.36232,34 318.36415,34 318.36598,32 318.36782,31 318.36965,31 318.37148,30 318.37331,29 318.37514,30 318.37697,30 318.37880,31 318.38063,31 318.38247,32 318.38430,32 318.38613,31 318.38796,31 318.38979,31 318.39162,30 318.39345,30 318.39528,30 318.39712,30 318.39895,29 318.40078,29 318.40261,29 318.40444,28 318.40627,27 318.40810,27 318.40993,27 318.41177,26 318.41360,26 318.41543,26 318.41726,25 318.41909,26 318.42092,26 318.42275,25 318.42458,25 318.42642,26 318.42825,26 318.43008,25 318.43191,26 318.43374,28 318.43557,28 318.43740,29 318.43924,30 318.44107,31 318.44290,31 318.44473,32 318.44656,32 318.44839,34 318.45022,34 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図形と関数

  1 図形と関数
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。

<!-- 図図図図図 図図図図図 -->
<figure>
<img src="https://a.yamagata-u.ac.jp/amenity/Laboratory/xyGraphImage.aspx?id=258" />
<figcaption>
<a href="https://edu.yz.yamagata-u.ac.jp/developer/Asp/Youzan/Laboratory/Plot/Plot_Index.asp">Fig</a> <a href="https://edu.yz.yamagata-u.ac.jp/developer/Asp/Youzan/Laboratory/Plot/@Plot.asp?nxyGraphID=258"> 炭素 YP50F (1mW・マンガン無) </a>
<div> </div>
</figcaption>
</figure>
<!-- 図図図図図 図図図図図 -->

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


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