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令和8年5月21日 (木)
⇒#764@グラフ;

📈 硫酸マンガン(Ⅱ)五水和物 Mnマーカー有り 60℃、4mW、ガラス管で測定

764_硫酸マンガン(Ⅱ)五水和物 Mnマーカー有り 60℃、4mW、ガラス管で測定
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import numpy as np
import matplotlib.pyplot as plt

#fig, ax = plt.subplots(figsize=(2.9, 2.1)) 
fig, ax = plt.subplots()

#----------------
#_📈_764_硫酸マンガン(Ⅱ)五水和物 Mnマーカー有り 60℃、4mW、ガラス管で測定
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z_764 = [list(t) for t in zip(*xy_764)]; x_764 = z_764[0]; y_764 = z_764[1]

ax.scatter(x_764, y_764)
ax.plot(x_764, y_764)
ax.annotate('ID=764' \
, xy=(np.mean(x_764),np.mean(y_764)) \
, xytext=(np.mean(x_764)+ np.std(y_764), np.mean(y_764) + np.std(y_764)) \
, arrowprops=dict(arrowstyle="->"))
#----------------

plt.show()
  1 python コード

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。


サーバーサイドスクリプト

  2 硫酸マンガン(Ⅱ)五水和物 Mnマーカー有り 60℃、4mW、ガラス管で測定

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 硫酸マンガン(Ⅱ)五水和物 Mnマーカー有り 60℃、4mW、ガラス管で測定

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 硫酸マンガン(Ⅱ)五水和物 Mnマーカー有り 60℃、4mW、ガラス管で測定

xmin75
xmax575
ymin-1465.8
ymax1351.08
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249.52081,851 249.58185,853 249.64290,851 249.70394,856 249.76498,851 249.82602,848 249.88707,861 249.94811,857 250.00915,862 250.07019,859 250.13124,862 250.19228,875 250.25332,874 250.31436,868 250.37541,857 250.43645,868 250.49749,873 250.55853,875 250.61958,873 250.68062,886 250.74166,880 250.80271,873 250.86375,876 250.92479,889 250.98583,882 251.04688,875 251.10792,875 251.16896,882 251.23000,880 251.29105,887 251.35209,881 251.41313,881 251.47417,874 251.53522,876 251.59626,882 251.65730,890 251.71834,891 251.77939,884 251.84043,885 251.90147,876 251.96251,893 252.02356,896 252.08460,888 252.14564,881 252.20669,890 252.26773,894 252.32877,893 252.38981,888 252.45086,889 252.51190,891 252.57294,886 252.63398,886 252.69503,899 252.75607,901 252.81711,898 252.87815,900 252.93920,896 253.00024,893 253.06128,909 253.12232,908 253.18337,914 253.24441,912 253.30545,914 253.36649,905 253.42754,903 253.48858,915 253.54962,914 253.61067,920 253.67171,913 253.73275,924 253.79379,921 253.85484,914 253.91588,907 253.97692,903 254.03796,908 254.09901,925 254.16005,925 254.22109,919 254.28213,912 254.34318,916 254.40422,919 254.46526,915 254.52630,917 254.58735,920 254.64839,924 254.70943,929 254.77047,928 254.83152,935 254.89256,928 254.95360,920 255.01465,928 255.07569,927 255.13673,925 255.19777,923 255.25882,931 255.31986,933 255.38090,930 255.44194,939 255.50299,941 255.56403,930 255.62507,915 255.68611,931 255.74716,933 255.80820,923 255.86924,930 255.93028,928 255.99133,939 256.05237,940 256.11341,940 256.17445,950 256.23550,960 256.29654,949 256.35758,937 256.41863,939 256.47967,952 256.54071,946 256.60175,940 256.66280,940 256.72384,931 256.78488,943 256.84592,954 256.90697,953 256.96801,950 257.02905,951 257.09009,950 257.15114,954 257.21218,955 257.27322,940 257.33426,949 257.39531,944 257.45635,950 257.51739,951 257.57843,950 257.63948,961 257.70052,960 257.76156,946 257.82261,956 257.88365,968 257.94469,957 258.00573,966 258.06678,970 258.12782,950 258.18886,962 258.24990,960 258.31095,966 258.37199,962 258.43303,969 258.49407,970 258.55512,971 258.61616,971 258.67720,969 258.73824,972 258.79929,967 258.86033,971 258.92137,974 258.98241,976 259.04346,965 259.10450,966 259.16554,973 259.22659,981 259.28763,978 259.34867,961 259.40971,965 259.47076,972 259.53180,975 259.59284,982 259.65388,977 259.71493,978 259.77597,983 259.83701,982 259.89805,985 259.95910,981 260.02014,990 260.08118,991 260.14222,982 260.20327,975 260.26431,984 260.32535,991 260.38639,990 260.44744,996 260.50848,981 260.56952,989 260.63057,991 260.69161,979 260.75265,979 260.81369,979 260.87474,991 260.93578,988 260.99682,986 261.05786,989 261.11891,993 261.17995,987 261.24099,983 261.30203,992 261.36308,994 261.42412,1001 261.48516,1013 261.54620,1006 261.60725,1002 261.66829,1005 261.72933,997 261.79037,999 261.85142,1006 261.91246,1001 261.97350,1008 262.03455,998 262.09559,996 262.15663,1007 262.21767,1010 262.27872,1002 262.33976,1005 262.40080,1003 262.46184,997 262.52289,1001 262.58393,1001 262.64497,1009 262.70601,1012 262.76706,1015 262.82810,1005 262.88914,1001 262.95018,1003 263.01123,1020 263.07227,1025 263.13331,1024 263.19435,1025 263.25540,1006 263.31644,1003 263.37748,1014 263.43853,1008 263.49957,1013 263.56061,1021 263.62165,1008 263.68270,1014 263.74374,1008 263.80478,1009 263.86582,1018 263.92687,1017 263.98791,1018 264.04895,1031 264.10999,1023 264.17104,1012 264.23208,1014 264.29312,1014 264.35416,1030 264.41521,1026 264.47625,1030 264.53729,1025 264.59833,1026 264.65938,1013 264.72042,1015 264.78146,1023 264.84251,1028 264.90355,1027 264.96459,1037 265.02563,1039 265.08668,1030 265.14772,1031 265.20876,1026 265.26980,1038 265.33085,1035 265.39189,1030 265.45293,1030 265.51397,1047 265.57502,1046 265.63606,1040 265.69710,1038 265.75814,1038 265.81919,1031 265.88023,1040 265.94127,1035 266.00231,1025 266.06336,1035 266.12440,1049 266.18544,1046 266.24649,1041 266.30753,1037 266.36857,1039 266.42961,1039 266.49066,1044 266.55170,1029 266.61274,1026 266.67378,1040 266.73483,1028 266.79587,1035 266.85691,1041 266.91795,1046 266.97900,1044 267.04004,1038 267.10108,1037 267.16212,1040 267.22317,1043 267.28421,1042 267.34525,1036 267.40629,1046 267.46734,1052 267.52838,1047 267.58942,1046 267.65047,1046 267.71151,1040 267.77255,1048 267.83359,1054 267.89464,1057 267.95568,1050 268.01672,1041 268.07776,1045 268.13881,1060 268.19985,1059 268.26089,1046 268.32193,1056 268.38298,1060 268.44402,1055 268.50506,1060 268.56610,1058 268.62715,1059 268.68819,1043 268.74923,1046 268.81027,1067 268.87132,1060 268.93236,1060 268.99340,1061 269.05445,1054 269.11549,1055 269.17653,1058 269.23757,1059 269.29862,1057 269.35966,1060 269.42070,1054 269.48174,1052 269.54279,1056 269.60383,1051 269.66487,1044 269.72591,1050 269.78696,1058 269.84800,1061 269.90904,1057 269.97008,1050 270.03113,1060 270.09217,1056 270.15321,1073 270.21425,1067 270.27530,1059 270.33634,1066 270.39738,1053 270.45842,1050 270.51947,1054 270.58051,1070 270.64155,1071 270.70260,1062 270.76364,1065 270.82468,1058 270.88572,1057 270.94677,1076 271.00781,1070 271.06885,1077 271.12989,1069 271.19094,1063 271.25198,1065 271.31302,1069 271.37406,1071 271.43511,1066 271.49615,1063 271.55719,1058 271.61823,1073 271.67928,1077 271.74032,1078 271.80136,1066 271.86240,1066 271.92345,1059 271.98449,1068 272.04553,1069 272.10658,1076 272.16762,1064 272.22866,1059 272.28970,1069 272.35075,1085 272.41179,1077 272.47283,1067 272.53387,1081 272.59492,1085 272.65596,1071 272.71700,1068 272.77804,1069 272.83909,1067 272.90013,1086 272.96117,1083 273.02221,1074 273.08326,1073 273.14430,1066 273.20534,1068 273.26638,1080 273.32743,1075 273.38847,1071 273.44951,1076 273.51056,1084 273.57160,1078 273.63264,1069 273.69368,1084 273.75473,1080 273.81577,1083 273.87681,1079 273.93785,1077 273.99890,1077 274.05994,1076 274.12098,1077 274.18202,1080 274.24307,1068 274.30411,1072 274.36515,1076 274.42619,1078 274.48724,1078 274.54828,1077 274.60932,1060 274.67036,1070 274.73141,1063 274.79245,1067 274.85349,1083 274.91454,1085 274.97558,1078 275.03662,1081 275.09766,1079 275.15871,1085 275.21975,1081 275.28079,1088 275.34183,1085 275.40288,1090 275.46392,1089 275.52496,1084 275.58600,1079 275.64705,1084 275.70809,1086 275.76913,1077 275.83017,1079 275.89122,1090 275.95226,1093 276.01330,1081 276.07434,1077 276.13539,1083 276.19643,1065 276.25747,1063 276.31852,1067 276.37956,1075 276.44060,1083 276.50164,1072 276.56269,1068 276.62373,1076 276.68477,1095 276.74581,1095 276.80686,1089 276.86790,1089 276.92894,1089 276.98998,1095 277.05103,1076 277.11207,1080 277.17311,1084 277.23415,1085 277.29520,1068 277.35624,1066 277.41728,1072 277.47832,1075 277.53937,1086 277.60041,1068 277.66145,1060 277.72250,1061 277.78354,1081 277.84458,1077 277.90562,1070 277.96667,1065 278.02771,1071 278.08875,1066 278.14979,1062 278.21084,1063 278.27188,1057 278.33292,1062 278.39396,1067 278.45501,1067 278.51605,1076 278.57709,1084 278.63813,1091 278.69918,1090 278.76022,1087 278.82126,1079 278.88230,1071 278.94335,1075 279.00439,1070 279.06543,1074 279.12648,1079 279.18752,1087 279.24856,1081 279.30960,1081 279.37065,1073 279.43169,1071 279.49273,1078 279.55377,1077 279.61482,1070 279.67586,1069 279.73690,1063 279.79794,1071 279.85899,1065 279.92003,1059 279.98107,1054 280.04211,1052 280.10316,1066 280.16420,1066 280.22524,1060 280.28628,1049 280.34733,1049 280.40837,1065 280.46941,1074 280.53046,1067 280.59150,1060 280.65254,1061 280.71358,1068 280.77463,1061 280.83567,1057 280.89671,1060 280.95775,1059 281.01880,1050 281.07984,1060 281.14088,1055 281.20192,1054 281.26297,1062 281.32401,1050 281.38505,1055 281.44609,1061 281.50714,1066 281.56818,1073 281.62922,1056 281.69026,1056 281.75131,1055 281.81235,1054 281.87339,1053 281.93444,1047 281.99548,1050 282.05652,1054 282.11756,1051 282.17861,1051 282.23965,1048 282.30069,1044 282.36173,1047 282.42278,1043 282.48382,1039 282.54486,1037 282.60590,1039 282.66695,1044 282.72799,1034 282.78903,1036 282.85007,1048 282.91112,1047 282.97216,1049 283.03320,1044 283.09424,1043 283.15529,1037 283.21633,1030 283.27737,1038 283.33842,1035 283.39946,1035 283.46050,1037 283.52154,1031 283.58259,1032 283.64363,1023 283.70467,1039 283.76571,1042 283.82676,1028 283.88780,1036 283.94884,1043 284.00988,1040 284.07093,1039 284.13197,1027 284.19301,1022 284.25405,1031 284.31510,1032 284.37614,1029 284.43718,1022 284.49822,1021 284.55927,1023 284.62031,1025 284.68135,1022 284.74240,1021 284.80344,1030 284.86448,1019 284.92552,1009 284.98657,1018 285.04761,1019 285.10865,1019 285.16969,1021 285.23074,1020 285.29178,1013 285.35282,1023 285.41386,1022 285.47491,1014 285.53595,1023 285.59699,1013 285.65803,1012 285.71908,1013 285.78012,1013 285.84116,1012 285.90220,1000 285.96325,1006 286.02429,1005 286.08533,1012 286.14638,998 286.20742,1003 286.26846,1014 286.32950,1012 286.39055,1007 286.45159,994 286.51263,991 286.57367,990 286.63472,998 286.69576,1005 286.75680,1002 286.81784,1010 286.87889,1013 286.93993,1002 287.00097,1005 287.06201,1004 287.12306,991 287.18410,987 287.24514,993 287.30618,996 287.36723,984 287.42827,980 287.48931,981 287.55036,972 287.61140,980 287.67244,988 287.73348,982 287.79453,974 287.85557,969 287.91661,976 287.97765,982 288.03870,982 288.09974,974 288.16078,970 288.22182,972 288.28287,964 288.34391,972 288.40495,975 288.46599,963 288.52704,967 288.58808,970 288.64912,966 288.71016,960 288.77121,957 288.83225,948 288.89329,944 288.95434,944 289.01538,947 289.07642,950 289.13746,957 289.19851,945 289.25955,949 289.32059,942 289.38163,949 289.44268,936 289.50372,935 289.56476,940 289.62580,942 289.68685,941 289.74789,931 289.80893,932 289.86997,939 289.93102,939 289.99206,951 290.05310,942 290.11414,939 290.17519,930 290.23623,918 290.29727,914 290.35832,936 290.41936,942 290.48040,936 290.54144,920 290.60249,925 290.66353,921 290.72457,902 290.78561,916 290.84666,914 290.90770,919 290.96874,916 291.02978,906 291.09083,902 291.15187,900 291.21291,905 291.27395,904 291.33500,906 291.39604,913 291.45708,907 291.51812,905 291.57917,897 291.64021,892 291.70125,906 291.76230,917 291.82334,899 291.88438,891 291.94542,883 292.00647,888 292.06751,885 292.12855,888 292.18959,880 292.25064,893 292.31168,885 292.37272,864 292.43376,872 292.49481,882 292.55585,876 292.61689,876 292.67793,877 292.73898,853 292.80002,854 292.86106,855 292.92210,852 292.98315,857 293.04419,870 293.10523,856 293.16628,859 293.22732,856 293.28836,853 293.34940,850 293.41045,862 293.47149,861 293.53253,848 293.59357,847 293.65462,857 293.71566,863 293.77670,855 293.83774,851 293.89879,849 293.95983,831 294.02087,837 294.08191,841 294.14296,826 294.20400,831 294.26504,828 294.32608,825 294.38713,838 294.44817,828 294.50921,823 294.57026,818 294.63130,805 294.69234,815 294.75338,818 294.81443,807 294.87547,811 294.93651,805 294.99755,812 295.05860,806 295.11964,793 295.18068,799 295.24172,791 295.30277,790 295.36381,798 295.42485,798 295.48589,785 295.54694,785 295.60798,784 295.66902,768 295.73006,780 295.79111,796 295.85215,792 295.91319,788 295.97424,779 296.03528,773 296.09632,766 296.15736,762 296.21841,761 296.27945,763 296.34049,767 296.40153,764 296.46258,768 296.52362,755 296.58466,756 296.64570,748 296.70675,744 296.76779,737 296.82883,738 296.88987,742 296.95092,769 297.01196,751 297.07300,737 297.13404,741 297.19509,740 297.25613,739 297.31717,738 297.37821,734 297.43926,729 297.50030,712 297.56134,708 297.62239,699 297.68343,709 297.74447,721 297.80551,717 297.86656,705 297.92760,711 297.98864,714 298.04968,717 298.11073,708 298.17177,699 298.23281,707 298.29385,714 298.35490,700 298.41594,691 298.47698,700 298.53802,695 298.59907,679 298.66011,693 298.72115,690 298.78219,678 298.84324,665 298.90428,685 298.96532,684 299.02637,670 299.08741,668 299.14845,669 299.20949,668 299.27054,648 299.33158,636 299.39262,650 299.45366,664 299.51471,655 299.57575,649 299.63679,642 299.69783,635 299.75888,643 299.81992,641 299.88096,640 299.94200,648 300.00305,632 300.06409,633 300.12513,640 300.18617,623 300.24722,618 300.30826,616 300.36930,615 300.43035,623 300.49139,611 300.55243,612 300.61347,607 300.67452,596 300.73556,596 300.79660,596 300.85764,596 300.91869,590 300.97973,598 301.04077,595 301.10181,578 301.16286,592 301.22390,581 301.28494,585 301.34598,585 301.40703,581 301.46807,571 301.52911,567 301.59015,572 301.65120,584 301.71224,576 301.77328,565 301.83433,562 301.89537,548 301.95641,559 302.01745,555 302.07850,556 302.13954,549 302.20058,537 302.26162,538 302.32267,534 302.38371,529 302.44475,540 302.50579,540 302.56684,533 302.62788,520 302.68892,520 302.74996,517 302.81101,518 302.87205,527 302.93309,510 302.99413,501 303.05518,509 303.11622,514 303.17726,499 303.23831,502 303.29935,491 303.36039,479 303.42143,480 303.48248,483 303.54352,486 303.60456,489 303.66560,483 303.72665,475 303.78769,478 303.84873,473 303.90977,476 303.97082,465 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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。

数式の例

  2 数式の例
数式 意味 説明
y = a x + b 一次関数 直線

数に量の意味はありません。 変数 には、x,y,zのようにアルファベットの後ろの方を使い 定数には、a,b,cのようにアルファベットの前の方を使います。 デカルト座標系では、 図形を表します。 座標の数に量を割り当てたものをグラフやチャートと呼びます。

p V = n R T
気体の状態方程式 1662~1802 左辺 pV仕事、 右辺nRTが熱量で、 エネルギー収支を表す量方程式です。 量方程式なので量を単位で割った数値を代入したり求めたりします。
E = E0 - RT nF ln K
ネルンストの式 1889
S = k B ln W
ボルツマンの式 1877

数式には、インドアラビア数字、 ラテン文字ギリシャ文字、記号など多くの文字が現れます。 文字の多くは、数を表現します。量を数で表現している場合もあります。

数式は、量との量の関係を表現しているので、グラフにできます。

数式で数値を求めるときは、量を単位で割ってから代入します。このような数式を量方程式あるいは 量式*と言います。 単位が指定された数式を 数値方程式 と言います。単位の定義が変わると 数値方程式 の係数も変わります。 文献に記載された 数値方程式 を使う場合は、単位の定義がいつのものなのかを確認する必要があります。

コンピュータ上では直接数式を表現できないため、 TeXを使います。 MathMLを使います。

👨‍🏫 数式の表現、量の表現 👨‍🏫 ウルフラムアルファ(WolframAlpha) 👨‍🏫 計算式のページ(フォーム)
<!-- 図図図図図 図図図図図 -->
<figure>
<img src="https://a.yamagata-u.ac.jp/amenity/Laboratory/xyGraphImage.aspx?id=764" />
<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=764"> 硫酸マンガン(Ⅱ)五水和物 Mnマーカー有り 60℃、4mW、ガラス管で測定 </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
https://edu.yz.yamagata-u.ac.jp/developer/Asp/Youzan/Laboratory/Plot/@Plot.asp?nxyGraphID=764
名称: 教育用公開ウェブサービス
URL: 🔗 https://edu.yz.yamagata-u.ac.jp/
管理運用 山形大学 学術情報基盤センター

🎄🎂🌃🕯🎉
名称: サイバーキャンパス「鷹山」
URL: 🔗 http://amenity.yz.yamagata-u.ac.jp/
管理運用 山形大学 データベースアメニティ研究会
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〒992-8510 山形県米沢市城南4丁目3-16

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