🏠
🌡️ 📆 令和6年5月9日
⇒#169@グラフ;

📈 (ID=8814)

👨‍🏫 0
import numpy as np
import matplotlib.pyplot as plt


x = np.array([595.125000,594.375000,594.375000,593.625000,593.375000,593.375000,598.125000,600.250000,603.750000,605.375000,605.375000,605.250000,605.125000,605.125000,,605.625000,605.375000,605.375000,605.625000,605.875000,607.000000,607.875000,613.250000,616.500000,621.125000,623.375000,626.875000,630.875000,637.375000,640.000000,642.375000,643.375000,645.125000,649.250000,649.875000,653.750000,660.000000,669.250000,684.250000,699.250000,708.000000,713.625000,,673.375000,674.250000,675.500000,677.375000,679.125000,,682.250000,681.625000,682.625000,691.000000,693.875000,693.750000,690.000000,686.375000,700.375000,704.875000,706.500000,713.500000,717.875000,721.375000,724.375000,727.125000,728.125000,728.875000,729.625000,729.125000,728.125000,726.375000,720.500000,716.375000,707.875000,699.500000,693.875000,688.750000,679.375000,678.125000,677.875000,678.000000,678.500000,678.875000,679.500000,681.125000,678.750000,682.750000,679.875000,678.375000,678.625000,680.500000,680.750000,678.250000,679.625000,680.875000,681.250000,679.875000,678.375000,677.250000,675.875000,678.375000,681.500000,681.250000,679.375000,682.375000,704.375000,688.250000,683.000000,677.750000,677.875000,683.000000,698.375000,703.250000,694.750000,682.125000,690.250000,703.625000,708.750000,713.250000,717.750000,728.625000,727.375000,,682.875000,685.375000,,691.750000,692.625000,693.625000,695.000000,697.250000,707.250000,711.875000,717.750000,725.875000,728.000000,729.375000,,717.750000,717.500000,715.375000,713.500000,711.125000,706.500000,704.750000,,703.875000,703.250000,702.750000,700.625000,698.250000,698.125000,698.250000,698.250000,698.000000,697.625000,697.625000,698.375000,700.375000,703.625000,708.000000,712.500000,716.125000,717.625000,715.750000,712.250000,702.125000,697.875000,695.750000,695.000000,695.875000,698.375000,702.500000,707.375000,712.375000,716.250000,718.250000,718.000000,716.000000,712.500000,707.250000,697.625000,706.375000,724.250000,726.125000,724.875000,721.875000,718.125000,715.000000,714.000000,715.125000,718.125000,720.875000,721.875000,721.000000,717.875000,713.125000,,607.875000,607.500000,607.500000,608.250000,609.000000,610.125000,609.625000,609.375000,609.750000,611.250000,614.750000,620.125000,629.000000,632.125000,636.375000,637.625000,634.250000,623.375000,619.875000,613.375000,610.625000,609.625000,604.750000,607.500000,610.250000,618.750000,615.625000,613.375000,609.625000,608.250000,613.125000,617.625000,630.875000,634.250000,637.125000,634.125000,631.250000,627.625000,623.500000,617.125000,614.625000,610.125000,608.250000,607.500000,606.375000,,611.000000,610.875000,611.250000,612.250000,613.750000,,617.500000,617.625000,617.875000,619.000000,621.750000,629.500000])
y = np.array([266.500000,266.000000,265.500000,264.250000,263.750000,263.625000,271.750000,278.125000,286.375000,298.625000,310.250000,310.750000,311.375000,312.375000,,315.750000,316.875000,317.375000,318.625000,318.875000,321.500000,323.125000,330.125000,332.875000,338.375000,340.250000,344.750000,348.125000,355.500000,357.750000,361.500000,362.625000,364.625000,365.625000,365.625000,365.250000,362.875000,358.625000,353.375000,347.250000,342.625000,339.125000,,274.375000,271.750000,269.375000,267.125000,266.125000,,265.750000,265.875000,265.000000,262.250000,261.000000,261.375000,262.750000,263.625000,259.250000,258.625000,258.875000,262.250000,265.250000,269.500000,275.375000,279.500000,280.375000,280.625000,279.500000,277.750000,275.500000,273.125000,268.250000,266.250000,263.250000,261.500000,262.750000,265.500000,272.500000,274.000000,274.875000,275.125000,274.875000,274.375000,270.500000,267.625000,265.875000,264.000000,268.625000,269.750000,268.750000,266.125000,266.625000,270.625000,267.500000,266.000000,266.000000,268.500000,270.125000,270.875000,270.875000,267.000000,264.750000,264.875000,266.125000,264.375000,257.750000,265.750000,267.875000,268.625000,268.000000,264.125000,259.250000,258.625000,263.500000,267.625000,264.375000,258.000000,257.750000,259.875000,263.000000,272.750000,275.500000,,293.875000,294.875000,,295.875000,296.375000,296.625000,296.500000,296.250000,297.500000,296.625000,296.500000,293.125000,290.375000,286.875000,,264.500000,264.375000,263.250000,262.250000,261.625000,261.750000,262.250000,,263.500000,264.125000,264.500000,267.000000,271.875000,271.875000,271.750000,271.500000,271.875000,274.625000,277.375000,281.125000,285.375000,289.125000,292.500000,294.250000,294.375000,293.875000,292.000000,289.625000,282.125000,278.375000,275.875000,273.625000,270.625000,266.750000,263.000000,260.500000,259.625000,261.250000,264.125000,267.250000,270.250000,274.125000,277.750000,282.375000,279.250000,275.250000,276.000000,278.625000,281.875000,283.500000,283.750000,282.000000,279.000000,276.125000,274.750000,275.125000,276.375000,278.250000,279.500000,,263.875000,263.750000,263.000000,259.125000,257.000000,255.125000,255.625000,255.750000,255.375000,254.250000,253.125000,254.875000,260.500000,262.875000,269.000000,270.125000,267.000000,259.250000,257.625000,256.875000,257.625000,258.750000,267.750000,260.375000,254.875000,252.375000,253.750000,253.750000,254.875000,255.875000,253.500000,252.750000,262.000000,266.125000,272.000000,266.625000,263.500000,259.125000,256.125000,252.875000,253.125000,255.250000,257.250000,259.125000,266.875000,,284.875000,284.875000,285.375000,286.500000,287.875000,,290.625000,290.500000,290.250000,289.875000,289.625000,291.500000])

fig, ax = plt.subplots()

ax.scatter(x, y)
ax.plot(x, y)

plt.show()
  1 python コード

サーバーサイドスクリプト

  2 (ID=8814)

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 (ID=8814)

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 (ID=8814)

xmin0
xmax1000
ymin0
ymax1000
595.125000,266.500000 594.375000,266.000000 594.375000,265.500000 593.625000,264.250000 593.375000,263.750000 593.375000,263.625000 598.125000,271.750000 600.250000,278.125000 603.750000,286.375000 605.375000,298.625000 605.375000,310.250000 605.250000,310.750000 605.125000,311.375000 605.125000,312.375000 605.625000,315.750000 605.375000,316.875000 605.375000,317.375000 605.625000,318.625000 605.875000,318.875000 607.000000,321.500000 607.875000,323.125000 613.250000,330.125000 616.500000,332.875000 621.125000,338.375000 623.375000,340.250000 626.875000,344.750000 630.875000,348.125000 637.375000,355.500000 640.000000,357.750000 642.375000,361.500000 643.375000,362.625000 645.125000,364.625000 649.250000,365.625000 649.875000,365.625000 653.750000,365.250000 660.000000,362.875000 669.250000,358.625000 684.250000,353.375000 699.250000,347.250000 708.000000,342.625000 713.625000,339.125000 673.375000,274.375000 674.250000,271.750000 675.500000,269.375000 677.375000,267.125000 679.125000,266.125000 682.250000,265.750000 681.625000,265.875000 682.625000,265.000000 691.000000,262.250000 693.875000,261.000000 693.750000,261.375000 690.000000,262.750000 686.375000,263.625000 700.375000,259.250000 704.875000,258.625000 706.500000,258.875000 713.500000,262.250000 717.875000,265.250000 721.375000,269.500000 724.375000,275.375000 727.125000,279.500000 728.125000,280.375000 728.875000,280.625000 729.625000,279.500000 729.125000,277.750000 728.125000,275.500000 726.375000,273.125000 720.500000,268.250000 716.375000,266.250000 707.875000,263.250000 699.500000,261.500000 693.875000,262.750000 688.750000,265.500000 679.375000,272.500000 678.125000,274.000000 677.875000,274.875000 678.000000,275.125000 678.500000,274.875000 678.875000,274.375000 679.500000,270.500000 681.125000,267.625000 678.750000,265.875000 682.750000,264.000000 679.875000,268.625000 678.375000,269.750000 678.625000,268.750000 680.500000,266.125000 680.750000,266.625000 678.250000,270.625000 679.625000,267.500000 680.875000,266.000000 681.250000,266.000000 679.875000,268.500000 678.375000,270.125000 677.250000,270.875000 675.875000,270.875000 678.375000,267.000000 681.500000,264.750000 681.250000,264.875000 679.375000,266.125000 682.375000,264.375000 704.375000,257.750000 688.250000,265.750000 683.000000,267.875000 677.750000,268.625000 677.875000,268.000000 683.000000,264.125000 698.375000,259.250000 703.250000,258.625000 694.750000,263.500000 682.125000,267.625000 690.250000,264.375000 703.625000,258.000000 708.750000,257.750000 713.250000,259.875000 717.750000,263.000000 728.625000,272.750000 727.375000,275.500000 682.875000,293.875000 685.375000,294.875000 691.750000,295.875000 692.625000,296.375000 693.625000,296.625000 695.000000,296.500000 697.250000,296.250000 707.250000,297.500000 711.875000,296.625000 717.750000,296.500000 725.875000,293.125000 728.000000,290.375000 729.375000,286.875000 717.750000,264.500000 717.500000,264.375000 715.375000,263.250000 713.500000,262.250000 711.125000,261.625000 706.500000,261.750000 704.750000,262.250000 703.875000,263.500000 703.250000,264.125000 702.750000,264.500000 700.625000,267.000000 698.250000,271.875000 698.125000,271.875000 698.250000,271.750000 698.250000,271.500000 698.000000,271.875000 697.625000,274.625000 697.625000,277.375000 698.375000,281.125000 700.375000,285.375000 703.625000,289.125000 708.000000,292.500000 712.500000,294.250000 716.125000,294.375000 717.625000,293.875000 715.750000,292.000000 712.250000,289.625000 702.125000,282.125000 697.875000,278.375000 695.750000,275.875000 695.000000,273.625000 695.875000,270.625000 698.375000,266.750000 702.500000,263.000000 707.375000,260.500000 712.375000,259.625000 716.250000,261.250000 718.250000,264.125000 718.000000,267.250000 716.000000,270.250000 712.500000,274.125000 707.250000,277.750000 697.625000,282.375000 706.375000,279.250000 724.250000,275.250000 726.125000,276.000000 724.875000,278.625000 721.875000,281.875000 718.125000,283.500000 715.000000,283.750000 714.000000,282.000000 715.125000,279.000000 718.125000,276.125000 720.875000,274.750000 721.875000,275.125000 721.000000,276.375000 717.875000,278.250000 713.125000,279.500000 607.875000,263.875000 607.500000,263.750000 607.500000,263.000000 608.250000,259.125000 609.000000,257.000000 610.125000,255.125000 609.625000,255.625000 609.375000,255.750000 609.750000,255.375000 611.250000,254.250000 614.750000,253.125000 620.125000,254.875000 629.000000,260.500000 632.125000,262.875000 636.375000,269.000000 637.625000,270.125000 634.250000,267.000000 623.375000,259.250000 619.875000,257.625000 613.375000,256.875000 610.625000,257.625000 609.625000,258.750000 604.750000,267.750000 607.500000,260.375000 610.250000,254.875000 618.750000,252.375000 615.625000,253.750000 613.375000,253.750000 609.625000,254.875000 608.250000,255.875000 613.125000,253.500000 617.625000,252.750000 630.875000,262.000000 634.250000,266.125000 637.125000,272.000000 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630.000000,269.125000 628.250000,273.250000 625.875000,276.875000 623.250000,278.500000 621.375000,278.375000 631.875000,275.375000 631.250000,273.125000 631.125000,270.250000 631.500000,267.500000 632.125000,265.750000 633.000000,265.000000 633.875000,265.000000 635.000000,266.375000 636.375000,269.500000 638.000000,277.750000 637.875000,280.000000 637.125000,281.000000 636.000000,281.000000 634.625000,280.125000 633.250000,277.750000 632.375000,274.125000 632.625000,271.375000 633.625000,269.125000 635.000000,268.875000 637.000000,269.875000 638.250000,271.875000 638.375000,274.000000 637.375000,276.625000 635.750000,278.375000 633.750000,278.750000 632.500000,278.125000 631.375000,275.750000 631.375000,272.625000 632.375000,270.125000 634.250000,268.750000 635.750000,269.000000 636.500000,270.000000 636.250000,272.375000 635.375000,274.875000 634.250000,276.375000 633.125000,276.375000 632.125000,275.500000 631.250000,274.000000 631.000000,273.125000 631.625000,273.375000 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図形と関数

  1 図形と関数
名称 グラフ 説明
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=169" />
<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=169"> (ID=8814) </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


QRコード
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管理運用 山形大学 学術情報基盤センター

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