import numpy as np import matplotlib.pyplot as plt fig, ax = plt.subplots() #---------------- #_📈_635_0.1mM 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℃、ヘマトクリット毛細管で測定 xy_635 = [(317.5,12) \ , (317.50183,11) \ , (317.50366,10) \ , (317.50549,11) \ , (317.50732,10) \ , (317.50915,8) \ , (317.51098,5) \ , (317.51281,5) \ , (317.51465,6) \ , (317.51648,5) \ , (317.51831,3) \ , (317.52014,2) \ , (317.52197,1) \ , (317.52380,1) \ , (317.52563,0) \ , (317.52746,-5) \ , (317.52930,-2) \ , (317.53113,-2) \ , (317.53296,-1) \ , (317.53479,-2) \ , (317.53662,-5) \ , (317.53845,-2) \ , (317.54028,1) \ , (317.54211,3) \ , (317.54395,2) \ , (317.54578,3) \ , (317.54761,4) \ , (317.54944,4) \ , (317.55127,3) \ , (317.55310,4) \ , (317.55493,5) \ , (317.55676,7) \ , (317.55860,8) \ , (317.56043,7) \ , (317.56226,7) \ , (317.56409,7) \ , (317.56592,5) \ , (317.56775,2) \ , (317.56958,0) \ , (317.57141,-1) \ , (317.57325,-1) \ , (317.57508,-1) \ , (317.57691,-3) \ , (317.57874,-3) \ , (317.58057,-2) \ , (317.58240,-1) \ , (317.58423,0) \ , (317.58607,-1) \ , (317.58790,0) \ , (317.58973,2) \ , (317.59156,2) \ , (317.59339,4) \ , (317.59522,3) \ , (317.59705,4) \ , (317.59888,6) \ , (317.60072,4) \ , (317.60255,4) \ , (317.60438,5) \ , (317.60621,8) \ , (317.60804,10) \ , (317.60987,8) \ , (317.61170,6) \ , (317.61353,7) \ , (317.61537,7) \ , (317.61720,6) \ , (317.61903,5) \ , (317.62086,4) \ , (317.62269,5) \ , (317.62452,4) \ , (317.62635,3) \ , (317.62818,1) \ , (317.63002,4) \ , (317.63185,5) \ , (317.63368,7) \ , (317.63551,6) \ , (317.63734,3) \ , (317.63917,5) \ , (317.64100,5) \ , (317.64283,2) \ , (317.64467,0) \ , (317.64650,0) \ , (317.64833,3) \ , (317.65016,2) \ , (317.65199,-1) \ , (317.65382,-1) \ , (317.65565,1) \ , (317.65748,3) \ , (317.65932,2) \ , (317.66115,0) \ , (317.66298,0) \ , (317.66481,2) \ , (317.66664,1) \ , (317.66847,1) \ , (317.67030,0) \ , (317.67214,-1) \ , (317.67397,0) \ , (317.67580,-2) \ , (317.67763,-3) \ , (317.67946,-1) \ , (317.68129,-1) \ , (317.68312,-1) \ , (317.68495,-1) \ , (317.68679,-1) \ , (317.68862,1) \ , (317.69045,2) \ , (317.69228,3) \ , (317.69411,2) \ , (317.69594,3) \ , (317.69777,5) \ , (317.69960,8) \ , (317.70144,7) \ , (317.70327,6) \ , (317.70510,9) \ , (317.70693,9) \ , (317.70876,10) \ , (317.71059,9) \ , (317.71242,10) \ , (317.71425,12) \ , (317.71609,14) \ , (317.71792,14) \ , (317.71975,14) \ , (317.72158,14) \ , (317.72341,15) \ , (317.72524,15) \ , (317.72707,14) \ , (317.72890,12) \ , (317.73074,13) \ , (317.73257,13) \ , (317.73440,15) \ , (317.73623,12) \ , (317.73806,10) \ , (317.73989,10) \ , (317.74172,7) \ , (317.74356,6) \ , (317.74539,3) \ , (317.74722,4) \ , (317.74905,4) \ , (317.75088,4) \ , (317.75271,2) \ , (317.75454,2) \ , (317.75637,4) \ , (317.75821,4) \ , (317.76004,4) \ , (317.76187,1) \ , (317.76370,3) \ , (317.76553,4) \ , (317.76736,4) \ , (317.76919,4) \ , (317.77102,3) \ , (317.77286,3) \ , (317.77469,4) \ , (317.77652,3) \ , (317.77835,3) \ , (317.78018,4) \ , (317.78201,5) \ , (317.78384,4) \ , (317.78567,3) \ , (317.78751,3) \ , (317.78934,5) \ , (317.79117,5) \ , (317.79300,5) \ , (317.79483,3) \ , (317.79666,3) \ , (317.79849,5) \ , (317.80032,6) \ , (317.80216,5) \ , (317.80399,4) \ , (317.80582,3) \ , (317.80765,0) \ , (317.80948,3) \ , (317.81131,2) \ , (317.81314,1) \ , (317.81497,5) \ , (317.81681,5) \ , (317.81864,6) \ , (317.82047,5) \ , (317.82230,4) \ , (317.82413,5) \ , (317.82596,3) \ , (317.82779,2) \ , (317.82963,2) \ , (317.83146,4) \ , (317.83329,6) \ , (317.83512,6) \ , (317.83695,4) \ , (317.83878,5) \ , (317.84061,6) \ , (317.84244,7) \ , (317.84428,6) \ , (317.84611,3) \ , (317.84794,4) \ , (317.84977,5) \ , (317.85160,6) \ , (317.85343,5) \ , (317.85526,6) \ , (317.85709,8) \ , (317.85893,9) \ , (317.86076,7) \ , (317.86259,4) \ , (317.86442,4) \ , (317.86625,4) \ , (317.86808,3) \ , (317.86991,2) \ , (317.87174,4) \ , (317.87358,7) \ , (317.87541,9) \ , (317.87724,6) \ , (317.87907,5) \ , (317.88090,5) \ , (317.88273,4) \ , (317.88456,5) \ , (317.88639,4) \ , (317.88823,4) \ , (317.89006,5) \ , (317.89189,4) \ , (317.89372,4) \ , (317.89555,3) \ , (317.89738,5) \ , (317.89921,6) \ , (317.90104,7) \ , (317.90288,5) \ , (317.90471,2) \ , (317.90654,3) \ , (317.90837,4) \ , (317.91020,3) \ , (317.91203,0) \ , (317.91386,1) \ , (317.91570,1) \ , (317.91753,2) \ , (317.91936,4) \ , (317.92119,2) \ , (317.92302,4) \ , (317.92485,5) \ , (317.92668,5) \ , (317.92851,6) \ , (317.93035,7) \ , (317.93218,9) \ , (317.93401,10) \ , (317.93584,10) \ , (317.93767,9) \ , (317.93950,10) \ , (317.94133,11) \ , (317.94316,10) \ , (317.94500,8) \ , (317.94683,5) \ , (317.94866,6) \ , (317.95049,5) \ , (317.95232,5) \ , (317.95415,4) \ , (317.95598,4) \ , (317.95781,6) \ , (317.95965,8) \ , (317.96148,5) \ , (317.96331,5) \ , (317.96514,4) \ , (317.96697,4) \ ] z_635 = [list(t) for t in zip(*xy_635)]; x_635 = z_635[0]; y_635 = z_635[1] ax.scatter(x_635, y_635) ax.plot(x_635, y_635) ax.annotate('ID=635' \ , xy=(np.mean(x_635),np.mean(y_635)) \ , xytext=(np.mean(x_635)+ np.std(y_635), np.mean(y_635) + np.std(y_635)) \ , 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 | 317.5 |
xmax | 332.5 |
ymin | -1352.9 |
ymax | 1404.69 |
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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