gmasetti
/
ProgettoMartinelli2023
1
0
Fork 0
Code Issues Pull Requests Packages Projects Releases Wiki Activity

new figs

This commit is contained in:
Silvano Chiaradonna 2023-11-06 17:51:59 +01:00
parent ec315f6a8e
commit 09b48eb529
6 changed files with 1768 additions and 0 deletions
Show Stats Download Patch File Download Diff File Expand all files Collapse all files

183
Fig_src/gnuplot/figs/01-measure-P-RangeStudy-Exp5_N1-tikz.tex Normal file
View File

@ -0,0 +1,183 @@
\begin{tikzpicture}[gnuplot]
%% generated with GNUPLOT 5.4p8 (Lua 5.3; terminal rev. Jun 2020, script rev. 118)
%% Mon Nov 6 17:42:12 2023
\path (0.000,0.000) rectangle (12.500,8.750);
\gpcolor{color=gp lt color border}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\gpsetlinewidth{1.00}
\draw[gp path] (1.504,0.985)--(1.684,0.985);
\node[gp node right] at (1.320,0.985) {$-1.5$};
\draw[gp path] (1.504,2.228)--(1.684,2.228);
\node[gp node right] at (1.320,2.228) {$-1$};
\draw[gp path] (1.504,3.470)--(1.684,3.470);
\node[gp node right] at (1.320,3.470) {$-0.5$};
\draw[gp path] (1.504,4.713)--(1.684,4.713);
\node[gp node right] at (1.320,4.713) {$0$};
\draw[gp path] (1.504,5.956)--(1.684,5.956);
\node[gp node right] at (1.320,5.956) {$0.5$};
\draw[gp path] (1.504,7.198)--(1.684,7.198);
\node[gp node right] at (1.320,7.198) {$1$};
\draw[gp path] (1.504,8.441)--(1.684,8.441);
\node[gp node right] at (1.320,8.441) {$1.5$};
\draw[gp path] (1.504,0.985)--(1.504,1.165);
\node[gp node center] at (1.504,0.677) {$0$};
\draw[gp path] (2.715,0.985)--(2.715,1.165);
\node[gp node center] at (2.715,0.677) {$10000$};
\draw[gp path] (3.927,0.985)--(3.927,1.165);
\node[gp node center] at (3.927,0.677) {$20000$};
\draw[gp path] (5.138,0.985)--(5.138,1.165);
\node[gp node center] at (5.138,0.677) {$30000$};
\draw[gp path] (6.350,0.985)--(6.350,1.165);
\node[gp node center] at (6.350,0.677) {$40000$};
\draw[gp path] (7.561,0.985)--(7.561,1.165);
\node[gp node center] at (7.561,0.677) {$50000$};
\draw[gp path] (8.773,0.985)--(8.773,1.165);
\node[gp node center] at (8.773,0.677) {$60000$};
\draw[gp path] (9.984,0.985)--(9.984,1.165);
\node[gp node center] at (9.984,0.677) {$70000$};
\draw[gp path] (11.196,0.985)--(11.196,1.165);
\node[gp node center] at (11.196,0.677) {$80000$};
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
\node[gp node center,rotate=-270] at (0.108,4.713) {\(P\) (MW)};
\node[gp node center] at (6.725,0.215) {Time (sec)};
\node[gp node right] at (3.353,8.256) {\(PD_{50}\)};
\gpcolor{rgb color={0.580,0.000,0.827}}
\draw[gp path] (3.537,8.256)--(4.453,8.256);
\draw[gp path] (1.504,4.937)--(1.577,4.937)--(1.649,4.937)--(1.722,4.937)--(1.795,4.937)%
--(1.867,4.937)--(1.940,4.937)--(2.013,4.937)--(2.086,4.937)--(2.158,4.937)--(2.231,4.937)%
--(2.304,4.937)--(2.376,4.937)--(2.449,4.937)--(2.522,4.937)--(2.594,4.937)--(2.667,4.937)%
--(2.740,4.937)--(2.812,4.937)--(2.885,4.937)--(2.958,4.937)--(3.030,4.937)--(3.103,4.998)%
--(3.176,4.998)--(3.249,4.998)--(3.321,4.998)--(3.394,4.998)--(3.467,4.998)--(3.539,4.998)%
--(3.612,4.998)--(3.685,5.568)--(3.757,5.568)--(3.830,5.568)--(3.903,5.568)--(3.975,5.568)%
--(4.048,5.568)--(4.121,5.568)--(4.193,6.355)--(4.266,6.355)--(4.339,6.355)--(4.412,6.355)%
--(4.484,6.355)--(4.557,6.355)--(4.630,6.355)--(4.702,6.355)--(4.775,6.355)--(4.848,6.355)%
--(4.920,6.355)--(4.993,6.944)--(5.066,6.944)--(5.138,6.944)--(5.211,6.944)--(5.284,6.944)%
--(5.357,6.944)--(5.429,6.944)--(5.502,6.944)--(5.575,6.944)--(5.647,6.944)--(5.720,6.944)%
--(5.793,6.944)--(5.865,7.278)--(5.938,7.278)--(6.011,7.278)--(6.083,7.278)--(6.156,7.278)%
--(6.229,7.278)--(6.301,7.278)--(6.374,7.409)--(6.447,7.409)--(6.520,7.409)--(6.592,7.409)%
--(6.665,7.409)--(6.738,7.409)--(6.810,7.409)--(6.883,7.409)--(6.956,7.409)--(7.028,7.409)%
--(7.101,7.409)--(7.174,7.409)--(7.246,7.409)--(7.319,7.409)--(7.392,7.409)--(7.465,7.409)%
--(7.537,7.409)--(7.610,7.409)--(7.683,7.409)--(7.755,7.409)--(7.828,7.409)--(7.901,7.409)%
--(7.973,7.409)--(8.046,7.409)--(8.119,7.278)--(8.191,7.278)--(8.264,7.278)--(8.337,7.278)%
--(8.409,7.278)--(8.482,7.278)--(8.555,7.278)--(8.628,7.278)--(8.700,7.278)--(8.773,7.278)%
--(8.846,7.278)--(8.918,7.278)--(8.991,7.278)--(9.064,6.944)--(9.136,6.944)--(9.209,6.944)%
--(9.282,6.944)--(9.354,6.944)--(9.427,6.944)--(9.500,6.944)--(9.572,6.355)--(9.645,6.355)%
--(9.718,6.355)--(9.791,6.355)--(9.863,6.355)--(9.936,6.355)--(10.009,5.568)--(10.081,5.568)%
--(10.154,5.568)--(10.227,5.568)--(10.299,5.568)--(10.372,5.568)--(10.445,5.568)--(10.517,5.568)%
--(10.590,5.568)--(10.663,5.568)--(10.736,5.568)--(10.808,5.568)--(10.881,4.998)--(10.954,4.998)%
--(11.026,4.998)--(11.099,4.998)--(11.172,4.998)--(11.244,4.998)--(11.317,4.998)--(11.390,4.998)%
--(11.462,4.998)--(11.535,4.998)--(11.608,4.998)--(11.680,4.998)--(11.753,4.998)--(11.826,4.998)%
--(11.899,4.937)--(11.947,4.937);
\gpcolor{color=gp lt color border}
\node[gp node right] at (3.353,7.887) {\(UD_{50}\)};
\gpcolor{rgb color={0.000,0.620,0.451}}
\draw[gp path] (3.537,7.887)--(4.453,7.887);
\draw[gp path] (1.504,4.937)--(1.528,4.713)--(1.552,4.713)--(1.577,4.713)--(1.601,4.713)%
--(1.625,4.713)--(1.649,4.713)--(1.674,4.713)--(1.698,4.713)--(1.722,4.713)--(1.746,4.713)%
--(1.771,4.713)--(1.795,4.713)--(1.819,4.713)--(1.843,4.713)--(1.867,4.713)--(1.892,4.713)%
--(1.916,4.713)--(1.940,4.713)--(1.964,4.713)--(1.989,4.713)--(2.013,4.713)--(2.037,4.713)%
--(2.061,4.713)--(2.086,4.713)--(2.110,4.713)--(2.134,4.713)--(2.158,4.713)--(2.182,4.713)%
--(2.207,4.713)--(2.231,4.713)--(2.255,4.713)--(2.279,4.713)--(2.304,4.713)--(2.328,4.713)%
--(2.352,4.713)--(2.376,4.713)--(2.400,4.713)--(2.425,4.713)--(2.449,4.713)--(2.473,4.713)%
--(2.497,4.713)--(2.522,4.713)--(2.546,4.713)--(2.570,4.713)--(2.594,4.713)--(2.619,4.713)%
--(2.643,4.713)--(2.667,4.713)--(2.691,4.713)--(2.715,4.713)--(2.740,4.713)--(2.764,4.713)%
--(2.788,4.713)--(2.812,4.713)--(2.837,4.713)--(2.861,4.713)--(2.885,4.713)--(2.909,4.713)%
--(2.934,4.713)--(2.958,4.713)--(2.982,4.713)--(3.006,4.713)--(3.030,4.713)--(3.055,4.713)%
--(3.079,4.713)--(3.103,4.713)--(3.127,4.713)--(3.152,4.713)--(3.176,4.713)--(3.200,4.713)%
--(3.224,4.713)--(3.249,4.713)--(3.273,4.713)--(3.297,4.713)--(3.321,4.713)--(3.345,4.713)%
--(3.370,4.713)--(3.394,4.713)--(3.418,4.713)--(3.442,4.713)--(3.467,4.713)--(3.491,4.713)%
--(3.515,4.713)--(3.539,4.713)--(3.564,4.713)--(3.588,4.713)--(3.612,4.713)--(3.636,4.713)%
--(3.660,4.713)--(3.685,4.713)--(3.709,4.713)--(3.733,4.713)--(3.757,4.713)--(3.782,4.713)%
--(3.806,4.713)--(3.830,4.713)--(3.854,4.713)--(3.879,4.713)--(3.903,4.713)--(3.927,4.713)%
--(3.951,4.713)--(3.975,4.713)--(4.000,4.713)--(4.024,4.713)--(4.048,4.713)--(4.072,4.713)%
--(4.097,4.713)--(4.121,4.713)--(4.145,4.713)--(4.169,4.713)--(4.193,6.355)--(4.218,6.355)%
--(4.242,6.355)--(4.266,6.355)--(4.290,6.355)--(4.315,6.355)--(4.339,6.355)--(4.363,6.355)%
--(4.387,6.355)--(4.412,6.355)--(4.436,6.355)--(4.460,6.355)--(4.484,6.355)--(4.508,6.355)%
--(4.533,6.355)--(4.557,6.355)--(4.581,6.355)--(4.605,6.355)--(4.630,6.355)--(4.654,6.355)%
--(4.678,6.355)--(4.702,6.355)--(4.727,6.355)--(4.751,6.355)--(4.775,6.355)--(4.799,6.355)%
--(4.823,6.355)--(4.848,6.355)--(4.872,6.355)--(4.896,6.355)--(4.920,6.355)--(4.945,6.944)%
--(4.969,6.944)--(4.993,6.944)--(5.017,6.944)--(5.042,6.944)--(5.066,6.944)--(5.090,6.944)%
--(5.114,6.944)--(5.138,6.944)--(5.163,6.944)--(5.187,6.944)--(5.211,6.944)--(5.235,6.944)%
--(5.260,6.944)--(5.284,6.944)--(5.308,6.944)--(5.332,6.944)--(5.357,6.944)--(5.381,6.944)%
--(5.405,6.944)--(5.429,6.944)--(5.453,6.944)--(5.478,6.944)--(5.502,6.944)--(5.526,6.944)%
--(5.550,6.944)--(5.575,6.944)--(5.599,6.944)--(5.623,6.944)--(5.647,6.944)--(5.672,6.944)%
--(5.696,6.944)--(5.720,6.944)--(5.744,6.944)--(5.768,6.944)--(5.793,6.944)--(5.817,6.944)%
--(5.841,6.944)--(5.865,7.278)--(5.890,7.278)--(5.914,7.278)--(5.938,7.278)--(5.962,7.278)%
--(5.986,7.278)--(6.011,7.278)--(6.035,7.278)--(6.059,7.278)--(6.083,7.278)--(6.108,7.278)%
--(6.132,7.278)--(6.156,7.278)--(6.180,7.278)--(6.205,7.278)--(6.229,7.278)--(6.253,7.278)%
--(6.277,7.278)--(6.301,7.278)--(6.326,7.278)--(6.350,7.278)--(6.374,7.409)--(6.398,7.409)%
--(6.423,7.409)--(6.447,7.409)--(6.471,7.409)--(6.495,7.409)--(6.520,7.409)--(6.544,7.409)%
--(6.568,7.409)--(6.592,7.409)--(6.616,7.409)--(6.641,7.409)--(6.665,7.409)--(6.689,7.409)%
--(6.713,7.409)--(6.738,7.409)--(6.762,7.409)--(6.786,7.409)--(6.810,7.409)--(6.835,7.409)%
--(6.859,7.409)--(6.883,7.409)--(6.907,7.409)--(6.931,7.409)--(6.956,7.409)--(6.980,7.409)%
--(7.004,7.409)--(7.028,7.409)--(7.053,7.409)--(7.077,7.409)--(7.101,7.409)--(7.125,7.409)%
--(7.150,7.409)--(7.174,7.409)--(7.198,7.409)--(7.222,7.409)--(7.246,7.409)--(7.271,7.409)%
--(7.295,7.409)--(7.319,7.409)--(7.343,7.409)--(7.368,7.409)--(7.392,7.409)--(7.416,7.409)%
--(7.440,7.409)--(7.465,7.409)--(7.489,7.409)--(7.513,7.409)--(7.537,7.409)--(7.561,7.409)%
--(7.586,7.409)--(7.610,7.409)--(7.634,7.409)--(7.658,7.409)--(7.683,7.409)--(7.707,7.409)%
--(7.731,7.409)--(7.755,7.409)--(7.779,7.409)--(7.804,7.409)--(7.828,7.409)--(7.852,7.409)%
--(7.876,7.409)--(7.901,7.409)--(7.925,7.409)--(7.949,7.409)--(7.973,7.409)--(7.998,7.409)%
--(8.022,7.409)--(8.046,7.409)--(8.070,7.409)--(8.094,7.278)--(8.119,7.278)--(8.143,7.278)%
--(8.167,7.278)--(8.191,7.278)--(8.216,7.278)--(8.240,7.278)--(8.264,7.278)--(8.288,7.278)%
--(8.313,7.278)--(8.337,7.278)--(8.361,7.278)--(8.385,7.278)--(8.409,7.278)--(8.434,7.278)%
--(8.458,7.278)--(8.482,7.278)--(8.506,7.278)--(8.531,7.278)--(8.555,7.278)--(8.579,7.278)%
--(8.603,7.278)--(8.628,7.278)--(8.652,7.278)--(8.676,7.278)--(8.700,7.278)--(8.724,7.278)%
--(8.749,7.278)--(8.773,7.278)--(8.797,7.278)--(8.821,7.278)--(8.846,7.278)--(8.870,7.278)%
--(8.894,7.278)--(8.918,7.278)--(8.943,7.278)--(8.967,7.278)--(8.991,7.278)--(9.015,7.278)%
--(9.039,7.278)--(9.064,6.944)--(9.088,6.944)--(9.112,6.944)--(9.136,6.944)--(9.161,6.944)%
--(9.185,6.944)--(9.209,6.944)--(9.233,6.944)--(9.258,6.944)--(9.282,6.944)--(9.306,6.944)%
--(9.330,6.944)--(9.354,6.944)--(9.379,6.944)--(9.403,6.944)--(9.427,6.944)--(9.451,6.944)%
--(9.476,6.944)--(9.500,6.944)--(9.524,6.355)--(9.548,6.355)--(9.572,6.355)--(9.597,6.355)%
--(9.621,6.355)--(9.645,6.355)--(9.669,6.355)--(9.694,6.355)--(9.718,6.355)--(9.742,6.355)%
--(9.766,6.355)--(9.791,6.355)--(9.815,6.355)--(9.839,6.355)--(9.863,6.355)--(9.887,6.355)%
--(9.912,6.355)--(9.936,6.355)--(9.960,6.355)--(9.984,6.355)--(10.009,5.568)--(10.033,5.568)%
--(10.057,5.568)--(10.081,5.568)--(10.106,5.568)--(10.130,5.568)--(10.154,5.568)--(10.178,5.568)%
--(10.202,5.568)--(10.227,5.568)--(10.251,5.568)--(10.275,5.568)--(10.299,5.568)--(10.324,5.568)%
--(10.348,5.568)--(10.372,5.568)--(10.396,5.568)--(10.421,5.568)--(10.445,5.568)--(10.469,5.568)%
--(10.493,5.568)--(10.517,5.568)--(10.542,5.568)--(10.566,5.568)--(10.590,5.568)--(10.614,5.568)%
--(10.639,5.568)--(10.663,5.568)--(10.687,5.568)--(10.711,5.568)--(10.736,5.568)--(10.760,5.568)%
--(10.784,5.568)--(10.808,5.568)--(10.832,5.568)--(10.857,5.568)--(10.881,4.713)--(10.905,4.713)%
--(10.929,4.713)--(10.954,4.713)--(10.978,4.713)--(11.002,4.713)--(11.026,4.713)--(11.051,4.713)%
--(11.075,4.713)--(11.099,4.713)--(11.123,4.713)--(11.147,4.713)--(11.172,4.713)--(11.196,4.713)%
--(11.220,4.713)--(11.244,4.713)--(11.269,4.713)--(11.293,4.713)--(11.317,4.713)--(11.341,4.713)%
--(11.365,4.713)--(11.390,4.713)--(11.414,4.713)--(11.438,4.713)--(11.462,4.713)--(11.487,4.713)%
--(11.511,4.713)--(11.535,4.713)--(11.559,4.713)--(11.584,4.713)--(11.608,4.713)--(11.632,4.713)%
--(11.656,4.713)--(11.680,4.713)--(11.705,4.713)--(11.729,4.713)--(11.753,4.713)--(11.777,4.713)%
--(11.802,4.713)--(11.826,4.713)--(11.850,4.713)--(11.874,4.713)--(11.899,4.713)--(11.923,4.713)%
--(11.947,4.713);
\gpcolor{color=gp lt color border}
\node[gp node right] at (3.353,7.518) {\(P_{50}\)};
\gpcolor{rgb color={0.337,0.706,0.914}}
\draw[gp path] (3.537,7.518)--(4.453,7.518);
\draw[gp path] (1.504,4.713)--(1.577,4.489)--(1.649,4.489)--(1.722,4.489)--(1.795,4.489)%
--(1.867,4.489)--(1.940,4.489)--(2.013,4.489)--(2.086,4.489)--(2.158,4.489)--(2.231,4.489)%
--(2.304,4.489)--(2.376,4.489)--(2.449,4.489)--(2.522,4.489)--(2.594,4.489)--(2.667,4.489)%
--(2.740,4.489)--(2.812,4.489)--(2.885,4.489)--(2.958,4.489)--(3.030,4.489)--(3.103,4.428)%
--(3.176,4.428)--(3.249,4.428)--(3.321,4.428)--(3.394,4.428)--(3.467,4.428)--(3.539,4.428)%
--(3.612,4.428)--(3.685,3.858)--(3.757,3.858)--(3.830,3.858)--(3.903,3.858)--(3.975,3.858)%
--(4.048,3.858)--(4.121,3.858)--(4.193,3.071)--(4.266,3.071)--(4.339,3.071)--(4.412,3.071)%
--(4.484,3.071)--(4.557,3.071)--(4.630,3.071)--(4.702,3.071)--(4.775,3.071)--(4.848,3.071)%
--(4.920,3.071)--(4.993,2.482)--(5.066,2.482)--(5.138,2.482)--(5.211,2.482)--(5.284,2.482)%
--(5.357,2.482)--(5.429,2.482)--(5.502,2.482)--(5.575,2.482)--(5.647,2.482)--(5.720,2.482)%
--(5.793,2.482)--(5.865,2.148)--(5.938,2.148)--(6.011,2.148)--(6.083,2.148)--(6.156,2.148)%
--(6.229,2.148)--(6.301,2.148)--(6.374,2.017)--(6.447,2.017)--(6.520,2.017)--(6.592,2.017)%
--(6.665,2.017)--(6.738,2.017)--(6.810,2.017)--(6.883,2.017)--(6.956,2.017)--(7.028,2.017)%
--(7.101,2.017)--(7.174,2.017)--(7.246,2.017)--(7.319,2.017)--(7.392,2.017)--(7.465,2.017)%
--(7.537,2.017)--(7.610,2.017)--(7.683,2.017)--(7.755,2.017)--(7.828,2.017)--(7.901,2.017)%
--(7.973,2.017)--(8.046,2.017)--(8.119,2.148)--(8.191,2.148)--(8.264,2.148)--(8.337,2.148)%
--(8.409,2.148)--(8.482,2.148)--(8.555,2.148)--(8.628,2.148)--(8.700,2.148)--(8.773,2.148)%
--(8.846,2.148)--(8.918,2.148)--(8.991,2.148)--(9.064,2.482)--(9.136,2.482)--(9.209,2.482)%
--(9.282,2.482)--(9.354,2.482)--(9.427,2.482)--(9.500,2.482)--(9.572,3.071)--(9.645,3.071)%
--(9.718,3.071)--(9.791,3.071)--(9.863,3.071)--(9.936,3.071)--(10.009,3.858)--(10.081,3.858)%
--(10.154,3.858)--(10.227,3.858)--(10.299,3.858)--(10.372,3.858)--(10.445,3.858)--(10.517,3.858)%
--(10.590,3.858)--(10.663,3.858)--(10.736,3.858)--(10.808,3.858)--(10.881,4.428)--(10.954,4.428)%
--(11.026,4.428)--(11.099,4.428)--(11.172,4.428)--(11.244,4.428)--(11.317,4.428)--(11.390,4.428)%
--(11.462,4.428)--(11.535,4.428)--(11.608,4.428)--(11.680,4.428)--(11.753,4.428)--(11.826,4.428)%
--(11.899,4.489)--(11.947,4.489);
\gpcolor{color=gp lt color border}
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
%% coordinates of the plot area
\gpdefrectangularnode{gp plot 1}{\pgfpoint{1.504cm}{0.985cm}}{\pgfpoint{11.947cm}{8.441cm}}
\end{tikzpicture}
%% gnuplot variables

208
Fig_src/gnuplot/figs/01-measure-P-RangeStudy-Exp5_N1-tikzsa.tex Normal file
View File

@ -0,0 +1,208 @@
\documentclass[10pt]{article}
\usepackage[T1]{fontenc}
\usepackage{textcomp}
\usepackage{ifluatex,ifxetex}
\ifluatex
\usepackage{fontspec}
\setmainfont{Free Serif}
\else\ifxetex
\usepackage{fontspec}
\setmainfont{FreeSerif}
\else
\usepackage{ucs}
\SetUnicodeOption{mathletters}
\usepackage[utf8x]{inputenc}
\fi\fi
\usepackage{gnuplot-lua-tikz}
\pagestyle{empty}
\usepackage[active,tightpage]{preview}
\PreviewEnvironment{tikzpicture}
\setlength\PreviewBorder{\gpbboxborder}
\begin{document}
\begin{tikzpicture}[gnuplot]
%% generated with GNUPLOT 5.4p8 (Lua 5.3; terminal rev. Jun 2020, script rev. 118)
%% Mon Nov 6 17:42:12 2023
\path (0.000,0.000) rectangle (12.500,8.750);
\gpcolor{color=gp lt color border}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\gpsetlinewidth{1.00}
\draw[gp path] (1.504,0.985)--(1.684,0.985);
\node[gp node right] at (1.320,0.985) {$-1.5$};
\draw[gp path] (1.504,2.228)--(1.684,2.228);
\node[gp node right] at (1.320,2.228) {$-1$};
\draw[gp path] (1.504,3.470)--(1.684,3.470);
\node[gp node right] at (1.320,3.470) {$-0.5$};
\draw[gp path] (1.504,4.713)--(1.684,4.713);
\node[gp node right] at (1.320,4.713) {$0$};
\draw[gp path] (1.504,5.956)--(1.684,5.956);
\node[gp node right] at (1.320,5.956) {$0.5$};
\draw[gp path] (1.504,7.198)--(1.684,7.198);
\node[gp node right] at (1.320,7.198) {$1$};
\draw[gp path] (1.504,8.441)--(1.684,8.441);
\node[gp node right] at (1.320,8.441) {$1.5$};
\draw[gp path] (1.504,0.985)--(1.504,1.165);
\node[gp node center] at (1.504,0.677) {$0$};
\draw[gp path] (2.715,0.985)--(2.715,1.165);
\node[gp node center] at (2.715,0.677) {$10000$};
\draw[gp path] (3.927,0.985)--(3.927,1.165);
\node[gp node center] at (3.927,0.677) {$20000$};
\draw[gp path] (5.138,0.985)--(5.138,1.165);
\node[gp node center] at (5.138,0.677) {$30000$};
\draw[gp path] (6.350,0.985)--(6.350,1.165);
\node[gp node center] at (6.350,0.677) {$40000$};
\draw[gp path] (7.561,0.985)--(7.561,1.165);
\node[gp node center] at (7.561,0.677) {$50000$};
\draw[gp path] (8.773,0.985)--(8.773,1.165);
\node[gp node center] at (8.773,0.677) {$60000$};
\draw[gp path] (9.984,0.985)--(9.984,1.165);
\node[gp node center] at (9.984,0.677) {$70000$};
\draw[gp path] (11.196,0.985)--(11.196,1.165);
\node[gp node center] at (11.196,0.677) {$80000$};
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
\node[gp node center,rotate=-270] at (0.108,4.713) {\(P\) (MW)};
\node[gp node center] at (6.725,0.215) {Time (sec)};
\node[gp node right] at (3.353,8.256) {\(PD_{50}\)};
\gpcolor{rgb color={0.580,0.000,0.827}}
\draw[gp path] (3.537,8.256)--(4.453,8.256);
\draw[gp path] (1.504,4.937)--(1.577,4.937)--(1.649,4.937)--(1.722,4.937)--(1.795,4.937)%
--(1.867,4.937)--(1.940,4.937)--(2.013,4.937)--(2.086,4.937)--(2.158,4.937)--(2.231,4.937)%
--(2.304,4.937)--(2.376,4.937)--(2.449,4.937)--(2.522,4.937)--(2.594,4.937)--(2.667,4.937)%
--(2.740,4.937)--(2.812,4.937)--(2.885,4.937)--(2.958,4.937)--(3.030,4.937)--(3.103,4.998)%
--(3.176,4.998)--(3.249,4.998)--(3.321,4.998)--(3.394,4.998)--(3.467,4.998)--(3.539,4.998)%
--(3.612,4.998)--(3.685,5.568)--(3.757,5.568)--(3.830,5.568)--(3.903,5.568)--(3.975,5.568)%
--(4.048,5.568)--(4.121,5.568)--(4.193,6.355)--(4.266,6.355)--(4.339,6.355)--(4.412,6.355)%
--(4.484,6.355)--(4.557,6.355)--(4.630,6.355)--(4.702,6.355)--(4.775,6.355)--(4.848,6.355)%
--(4.920,6.355)--(4.993,6.944)--(5.066,6.944)--(5.138,6.944)--(5.211,6.944)--(5.284,6.944)%
--(5.357,6.944)--(5.429,6.944)--(5.502,6.944)--(5.575,6.944)--(5.647,6.944)--(5.720,6.944)%
--(5.793,6.944)--(5.865,7.278)--(5.938,7.278)--(6.011,7.278)--(6.083,7.278)--(6.156,7.278)%
--(6.229,7.278)--(6.301,7.278)--(6.374,7.409)--(6.447,7.409)--(6.520,7.409)--(6.592,7.409)%
--(6.665,7.409)--(6.738,7.409)--(6.810,7.409)--(6.883,7.409)--(6.956,7.409)--(7.028,7.409)%
--(7.101,7.409)--(7.174,7.409)--(7.246,7.409)--(7.319,7.409)--(7.392,7.409)--(7.465,7.409)%
--(7.537,7.409)--(7.610,7.409)--(7.683,7.409)--(7.755,7.409)--(7.828,7.409)--(7.901,7.409)%
--(7.973,7.409)--(8.046,7.409)--(8.119,7.278)--(8.191,7.278)--(8.264,7.278)--(8.337,7.278)%
--(8.409,7.278)--(8.482,7.278)--(8.555,7.278)--(8.628,7.278)--(8.700,7.278)--(8.773,7.278)%
--(8.846,7.278)--(8.918,7.278)--(8.991,7.278)--(9.064,6.944)--(9.136,6.944)--(9.209,6.944)%
--(9.282,6.944)--(9.354,6.944)--(9.427,6.944)--(9.500,6.944)--(9.572,6.355)--(9.645,6.355)%
--(9.718,6.355)--(9.791,6.355)--(9.863,6.355)--(9.936,6.355)--(10.009,5.568)--(10.081,5.568)%
--(10.154,5.568)--(10.227,5.568)--(10.299,5.568)--(10.372,5.568)--(10.445,5.568)--(10.517,5.568)%
--(10.590,5.568)--(10.663,5.568)--(10.736,5.568)--(10.808,5.568)--(10.881,4.998)--(10.954,4.998)%
--(11.026,4.998)--(11.099,4.998)--(11.172,4.998)--(11.244,4.998)--(11.317,4.998)--(11.390,4.998)%
--(11.462,4.998)--(11.535,4.998)--(11.608,4.998)--(11.680,4.998)--(11.753,4.998)--(11.826,4.998)%
--(11.899,4.937)--(11.947,4.937);
\gpcolor{color=gp lt color border}
\node[gp node right] at (3.353,7.887) {\(UD_{50}\)};
\gpcolor{rgb color={0.000,0.620,0.451}}
\draw[gp path] (3.537,7.887)--(4.453,7.887);
\draw[gp path] (1.504,4.937)--(1.528,4.713)--(1.552,4.713)--(1.577,4.713)--(1.601,4.713)%
--(1.625,4.713)--(1.649,4.713)--(1.674,4.713)--(1.698,4.713)--(1.722,4.713)--(1.746,4.713)%
--(1.771,4.713)--(1.795,4.713)--(1.819,4.713)--(1.843,4.713)--(1.867,4.713)--(1.892,4.713)%
--(1.916,4.713)--(1.940,4.713)--(1.964,4.713)--(1.989,4.713)--(2.013,4.713)--(2.037,4.713)%
--(2.061,4.713)--(2.086,4.713)--(2.110,4.713)--(2.134,4.713)--(2.158,4.713)--(2.182,4.713)%
--(2.207,4.713)--(2.231,4.713)--(2.255,4.713)--(2.279,4.713)--(2.304,4.713)--(2.328,4.713)%
--(2.352,4.713)--(2.376,4.713)--(2.400,4.713)--(2.425,4.713)--(2.449,4.713)--(2.473,4.713)%
--(2.497,4.713)--(2.522,4.713)--(2.546,4.713)--(2.570,4.713)--(2.594,4.713)--(2.619,4.713)%
--(2.643,4.713)--(2.667,4.713)--(2.691,4.713)--(2.715,4.713)--(2.740,4.713)--(2.764,4.713)%
--(2.788,4.713)--(2.812,4.713)--(2.837,4.713)--(2.861,4.713)--(2.885,4.713)--(2.909,4.713)%
--(2.934,4.713)--(2.958,4.713)--(2.982,4.713)--(3.006,4.713)--(3.030,4.713)--(3.055,4.713)%
--(3.079,4.713)--(3.103,4.713)--(3.127,4.713)--(3.152,4.713)--(3.176,4.713)--(3.200,4.713)%
--(3.224,4.713)--(3.249,4.713)--(3.273,4.713)--(3.297,4.713)--(3.321,4.713)--(3.345,4.713)%
--(3.370,4.713)--(3.394,4.713)--(3.418,4.713)--(3.442,4.713)--(3.467,4.713)--(3.491,4.713)%
--(3.515,4.713)--(3.539,4.713)--(3.564,4.713)--(3.588,4.713)--(3.612,4.713)--(3.636,4.713)%
--(3.660,4.713)--(3.685,4.713)--(3.709,4.713)--(3.733,4.713)--(3.757,4.713)--(3.782,4.713)%
--(3.806,4.713)--(3.830,4.713)--(3.854,4.713)--(3.879,4.713)--(3.903,4.713)--(3.927,4.713)%
--(3.951,4.713)--(3.975,4.713)--(4.000,4.713)--(4.024,4.713)--(4.048,4.713)--(4.072,4.713)%
--(4.097,4.713)--(4.121,4.713)--(4.145,4.713)--(4.169,4.713)--(4.193,6.355)--(4.218,6.355)%
--(4.242,6.355)--(4.266,6.355)--(4.290,6.355)--(4.315,6.355)--(4.339,6.355)--(4.363,6.355)%
--(4.387,6.355)--(4.412,6.355)--(4.436,6.355)--(4.460,6.355)--(4.484,6.355)--(4.508,6.355)%
--(4.533,6.355)--(4.557,6.355)--(4.581,6.355)--(4.605,6.355)--(4.630,6.355)--(4.654,6.355)%
--(4.678,6.355)--(4.702,6.355)--(4.727,6.355)--(4.751,6.355)--(4.775,6.355)--(4.799,6.355)%
--(4.823,6.355)--(4.848,6.355)--(4.872,6.355)--(4.896,6.355)--(4.920,6.355)--(4.945,6.944)%
--(4.969,6.944)--(4.993,6.944)--(5.017,6.944)--(5.042,6.944)--(5.066,6.944)--(5.090,6.944)%
--(5.114,6.944)--(5.138,6.944)--(5.163,6.944)--(5.187,6.944)--(5.211,6.944)--(5.235,6.944)%
--(5.260,6.944)--(5.284,6.944)--(5.308,6.944)--(5.332,6.944)--(5.357,6.944)--(5.381,6.944)%
--(5.405,6.944)--(5.429,6.944)--(5.453,6.944)--(5.478,6.944)--(5.502,6.944)--(5.526,6.944)%
--(5.550,6.944)--(5.575,6.944)--(5.599,6.944)--(5.623,6.944)--(5.647,6.944)--(5.672,6.944)%
--(5.696,6.944)--(5.720,6.944)--(5.744,6.944)--(5.768,6.944)--(5.793,6.944)--(5.817,6.944)%
--(5.841,6.944)--(5.865,7.278)--(5.890,7.278)--(5.914,7.278)--(5.938,7.278)--(5.962,7.278)%
--(5.986,7.278)--(6.011,7.278)--(6.035,7.278)--(6.059,7.278)--(6.083,7.278)--(6.108,7.278)%
--(6.132,7.278)--(6.156,7.278)--(6.180,7.278)--(6.205,7.278)--(6.229,7.278)--(6.253,7.278)%
--(6.277,7.278)--(6.301,7.278)--(6.326,7.278)--(6.350,7.278)--(6.374,7.409)--(6.398,7.409)%
--(6.423,7.409)--(6.447,7.409)--(6.471,7.409)--(6.495,7.409)--(6.520,7.409)--(6.544,7.409)%
--(6.568,7.409)--(6.592,7.409)--(6.616,7.409)--(6.641,7.409)--(6.665,7.409)--(6.689,7.409)%
--(6.713,7.409)--(6.738,7.409)--(6.762,7.409)--(6.786,7.409)--(6.810,7.409)--(6.835,7.409)%
--(6.859,7.409)--(6.883,7.409)--(6.907,7.409)--(6.931,7.409)--(6.956,7.409)--(6.980,7.409)%
--(7.004,7.409)--(7.028,7.409)--(7.053,7.409)--(7.077,7.409)--(7.101,7.409)--(7.125,7.409)%
--(7.150,7.409)--(7.174,7.409)--(7.198,7.409)--(7.222,7.409)--(7.246,7.409)--(7.271,7.409)%
--(7.295,7.409)--(7.319,7.409)--(7.343,7.409)--(7.368,7.409)--(7.392,7.409)--(7.416,7.409)%
--(7.440,7.409)--(7.465,7.409)--(7.489,7.409)--(7.513,7.409)--(7.537,7.409)--(7.561,7.409)%
--(7.586,7.409)--(7.610,7.409)--(7.634,7.409)--(7.658,7.409)--(7.683,7.409)--(7.707,7.409)%
--(7.731,7.409)--(7.755,7.409)--(7.779,7.409)--(7.804,7.409)--(7.828,7.409)--(7.852,7.409)%
--(7.876,7.409)--(7.901,7.409)--(7.925,7.409)--(7.949,7.409)--(7.973,7.409)--(7.998,7.409)%
--(8.022,7.409)--(8.046,7.409)--(8.070,7.409)--(8.094,7.278)--(8.119,7.278)--(8.143,7.278)%
--(8.167,7.278)--(8.191,7.278)--(8.216,7.278)--(8.240,7.278)--(8.264,7.278)--(8.288,7.278)%
--(8.313,7.278)--(8.337,7.278)--(8.361,7.278)--(8.385,7.278)--(8.409,7.278)--(8.434,7.278)%
--(8.458,7.278)--(8.482,7.278)--(8.506,7.278)--(8.531,7.278)--(8.555,7.278)--(8.579,7.278)%
--(8.603,7.278)--(8.628,7.278)--(8.652,7.278)--(8.676,7.278)--(8.700,7.278)--(8.724,7.278)%
--(8.749,7.278)--(8.773,7.278)--(8.797,7.278)--(8.821,7.278)--(8.846,7.278)--(8.870,7.278)%
--(8.894,7.278)--(8.918,7.278)--(8.943,7.278)--(8.967,7.278)--(8.991,7.278)--(9.015,7.278)%
--(9.039,7.278)--(9.064,6.944)--(9.088,6.944)--(9.112,6.944)--(9.136,6.944)--(9.161,6.944)%
--(9.185,6.944)--(9.209,6.944)--(9.233,6.944)--(9.258,6.944)--(9.282,6.944)--(9.306,6.944)%
--(9.330,6.944)--(9.354,6.944)--(9.379,6.944)--(9.403,6.944)--(9.427,6.944)--(9.451,6.944)%
--(9.476,6.944)--(9.500,6.944)--(9.524,6.355)--(9.548,6.355)--(9.572,6.355)--(9.597,6.355)%
--(9.621,6.355)--(9.645,6.355)--(9.669,6.355)--(9.694,6.355)--(9.718,6.355)--(9.742,6.355)%
--(9.766,6.355)--(9.791,6.355)--(9.815,6.355)--(9.839,6.355)--(9.863,6.355)--(9.887,6.355)%
--(9.912,6.355)--(9.936,6.355)--(9.960,6.355)--(9.984,6.355)--(10.009,5.568)--(10.033,5.568)%
--(10.057,5.568)--(10.081,5.568)--(10.106,5.568)--(10.130,5.568)--(10.154,5.568)--(10.178,5.568)%
--(10.202,5.568)--(10.227,5.568)--(10.251,5.568)--(10.275,5.568)--(10.299,5.568)--(10.324,5.568)%
--(10.348,5.568)--(10.372,5.568)--(10.396,5.568)--(10.421,5.568)--(10.445,5.568)--(10.469,5.568)%
--(10.493,5.568)--(10.517,5.568)--(10.542,5.568)--(10.566,5.568)--(10.590,5.568)--(10.614,5.568)%
--(10.639,5.568)--(10.663,5.568)--(10.687,5.568)--(10.711,5.568)--(10.736,5.568)--(10.760,5.568)%
--(10.784,5.568)--(10.808,5.568)--(10.832,5.568)--(10.857,5.568)--(10.881,4.713)--(10.905,4.713)%
--(10.929,4.713)--(10.954,4.713)--(10.978,4.713)--(11.002,4.713)--(11.026,4.713)--(11.051,4.713)%
--(11.075,4.713)--(11.099,4.713)--(11.123,4.713)--(11.147,4.713)--(11.172,4.713)--(11.196,4.713)%
--(11.220,4.713)--(11.244,4.713)--(11.269,4.713)--(11.293,4.713)--(11.317,4.713)--(11.341,4.713)%
--(11.365,4.713)--(11.390,4.713)--(11.414,4.713)--(11.438,4.713)--(11.462,4.713)--(11.487,4.713)%
--(11.511,4.713)--(11.535,4.713)--(11.559,4.713)--(11.584,4.713)--(11.608,4.713)--(11.632,4.713)%
--(11.656,4.713)--(11.680,4.713)--(11.705,4.713)--(11.729,4.713)--(11.753,4.713)--(11.777,4.713)%
--(11.802,4.713)--(11.826,4.713)--(11.850,4.713)--(11.874,4.713)--(11.899,4.713)--(11.923,4.713)%
--(11.947,4.713);
\gpcolor{color=gp lt color border}
\node[gp node right] at (3.353,7.518) {\(P_{50}\)};
\gpcolor{rgb color={0.337,0.706,0.914}}
\draw[gp path] (3.537,7.518)--(4.453,7.518);
\draw[gp path] (1.504,4.713)--(1.577,4.489)--(1.649,4.489)--(1.722,4.489)--(1.795,4.489)%
--(1.867,4.489)--(1.940,4.489)--(2.013,4.489)--(2.086,4.489)--(2.158,4.489)--(2.231,4.489)%
--(2.304,4.489)--(2.376,4.489)--(2.449,4.489)--(2.522,4.489)--(2.594,4.489)--(2.667,4.489)%
--(2.740,4.489)--(2.812,4.489)--(2.885,4.489)--(2.958,4.489)--(3.030,4.489)--(3.103,4.428)%
--(3.176,4.428)--(3.249,4.428)--(3.321,4.428)--(3.394,4.428)--(3.467,4.428)--(3.539,4.428)%
--(3.612,4.428)--(3.685,3.858)--(3.757,3.858)--(3.830,3.858)--(3.903,3.858)--(3.975,3.858)%
--(4.048,3.858)--(4.121,3.858)--(4.193,3.071)--(4.266,3.071)--(4.339,3.071)--(4.412,3.071)%
--(4.484,3.071)--(4.557,3.071)--(4.630,3.071)--(4.702,3.071)--(4.775,3.071)--(4.848,3.071)%
--(4.920,3.071)--(4.993,2.482)--(5.066,2.482)--(5.138,2.482)--(5.211,2.482)--(5.284,2.482)%
--(5.357,2.482)--(5.429,2.482)--(5.502,2.482)--(5.575,2.482)--(5.647,2.482)--(5.720,2.482)%
--(5.793,2.482)--(5.865,2.148)--(5.938,2.148)--(6.011,2.148)--(6.083,2.148)--(6.156,2.148)%
--(6.229,2.148)--(6.301,2.148)--(6.374,2.017)--(6.447,2.017)--(6.520,2.017)--(6.592,2.017)%
--(6.665,2.017)--(6.738,2.017)--(6.810,2.017)--(6.883,2.017)--(6.956,2.017)--(7.028,2.017)%
--(7.101,2.017)--(7.174,2.017)--(7.246,2.017)--(7.319,2.017)--(7.392,2.017)--(7.465,2.017)%
--(7.537,2.017)--(7.610,2.017)--(7.683,2.017)--(7.755,2.017)--(7.828,2.017)--(7.901,2.017)%
--(7.973,2.017)--(8.046,2.017)--(8.119,2.148)--(8.191,2.148)--(8.264,2.148)--(8.337,2.148)%
--(8.409,2.148)--(8.482,2.148)--(8.555,2.148)--(8.628,2.148)--(8.700,2.148)--(8.773,2.148)%
--(8.846,2.148)--(8.918,2.148)--(8.991,2.148)--(9.064,2.482)--(9.136,2.482)--(9.209,2.482)%
--(9.282,2.482)--(9.354,2.482)--(9.427,2.482)--(9.500,2.482)--(9.572,3.071)--(9.645,3.071)%
--(9.718,3.071)--(9.791,3.071)--(9.863,3.071)--(9.936,3.071)--(10.009,3.858)--(10.081,3.858)%
--(10.154,3.858)--(10.227,3.858)--(10.299,3.858)--(10.372,3.858)--(10.445,3.858)--(10.517,3.858)%
--(10.590,3.858)--(10.663,3.858)--(10.736,3.858)--(10.808,3.858)--(10.881,4.428)--(10.954,4.428)%
--(11.026,4.428)--(11.099,4.428)--(11.172,4.428)--(11.244,4.428)--(11.317,4.428)--(11.390,4.428)%
--(11.462,4.428)--(11.535,4.428)--(11.608,4.428)--(11.680,4.428)--(11.753,4.428)--(11.826,4.428)%
--(11.899,4.489)--(11.947,4.489);
\gpcolor{color=gp lt color border}
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
%% coordinates of the plot area
\gpdefrectangularnode{gp plot 1}{\pgfpoint{1.504cm}{0.985cm}}{\pgfpoint{11.947cm}{8.441cm}}
\end{tikzpicture}
%% gnuplot variables
\end{document}

738
Fig_src/gnuplot/figs/01-measure-P-RangeStudy-Exp5_N1.tab Normal file
View File

@ -0,0 +1,738 @@
# Curve 0 of 3, 145 points
# Curve title: "\(PD_{50}\)"
# x y type
0 0.09 i
600 0.09 i
1200 0.09 i
1800 0.09 i
2400 0.09 i
3000 0.09 i
3600 0.09 i
4200 0.09 i
4800 0.09 i
5400 0.09 i
6000 0.0900001 i
6600 0.0900001 i
7200 0.0900001 i
7800 0.0900001 i
8400 0.0900001 i
9000 0.0900001 i
9600 0.0900001 i
10200 0.0900001 i
10800 0.0900001 i
11400 0.0900001 i
12000 0.0900001 i
12600 0.0900001 i
13200 0.114524 i
13800 0.114524 i
14400 0.114524 i
15000 0.114524 i
15600 0.114524 i
16200 0.114524 i
16800 0.114524 i
17400 0.114524 i
18000 0.344142 i
18600 0.344142 i
19200 0.344142 i
19800 0.344142 i
20400 0.344142 i
21000 0.344142 i
21600 0.344142 i
22200 0.660766 i
22800 0.660766 i
23400 0.660766 i
24000 0.660766 i
24600 0.660766 i
25200 0.660766 i
25800 0.660766 i
26400 0.660766 i
27000 0.660766 i
27600 0.660766 i
28200 0.660766 i
28800 0.89778 i
29400 0.89778 i
30000 0.89778 i
30600 0.89778 i
31200 0.89778 i
31800 0.89778 i
32400 0.89778 i
33000 0.89778 i
33600 0.89778 i
34200 0.89778 i
34800 0.89778 i
35400 0.89778 i
36000 1.03208 i
36600 1.03208 i
37200 1.03208 i
37800 1.03208 i
38400 1.03208 i
39000 1.03208 i
39600 1.03208 i
40200 1.08491 i
40800 1.08491 i
41400 1.08491 i
42000 1.08491 i
42600 1.08491 i
43200 1.08491 i
43800 1.08491 i
44400 1.08491 i
45000 1.08491 i
45600 1.08491 i
46200 1.08491 i
46800 1.08491 i
47400 1.08491 i
48000 1.08491 i
48600 1.08491 i
49200 1.08491 i
49800 1.08491 i
50400 1.08491 i
51000 1.08491 i
51600 1.08491 i
52200 1.08491 i
52800 1.08491 i
53400 1.08491 i
54000 1.08491 i
54600 1.03208 i
55200 1.03208 i
55800 1.03208 i
56400 1.03208 i
57000 1.03208 i
57600 1.03208 i
58200 1.03208 i
58800 1.03208 i
59400 1.03208 i
60000 1.03208 i
60600 1.03208 i
61200 1.03208 i
61800 1.03208 i
62400 0.89778 i
63000 0.89778 i
63600 0.89778 i
64200 0.89778 i
64800 0.89778 i
65400 0.89778 i
66000 0.89778 i
66600 0.660766 i
67200 0.660766 i
67800 0.660766 i
68400 0.660766 i
69000 0.660766 i
69600 0.660766 i
70200 0.344142 i
70800 0.344142 i
71400 0.344142 i
72000 0.344142 i
72600 0.344142 i
73200 0.344142 i
73800 0.344142 i
74400 0.344142 i
75000 0.344142 i
75600 0.344142 i
76200 0.344142 i
76800 0.344142 i
77400 0.114524 i
78000 0.114524 i
78600 0.114524 i
79200 0.114524 i
79800 0.114524 i
80400 0.114524 i
81000 0.114524 i
81600 0.114524 i
82200 0.114524 i
82800 0.114524 i
83400 0.114524 i
84000 0.114524 i
84600 0.114524 i
85200 0.114524 i
85800 0.0900001 i
86400 0.0900001 o
# Curve 1 of 3, 433 points
# Curve title: "\(UD_{50}\)"
# x y type
0 0.09 i
200 0 i
400 0 i
600 0 i
800 0 i
1000 0 i
1200 0 i
1400 0 i
1600 0 i
1800 0 i
2000 0 i
2200 0 i
2400 0 i
2600 0 i
2800 0 i
3000 0 i
3200 0 i
3400 0 i
3600 0 i
3800 0 i
4000 0 i
4200 0 i
4400 0 i
4600 0 i
4800 0 i
5000 0 i
5200 0 i
5400 0 i
5600 0 i
5800 0 i
6000 0 i
6200 0 i
6400 0 i
6600 0 i
6800 0 i
7000 0 i
7200 0 i
7400 0 i
7600 0 i
7800 0 i
8000 0 i
8200 0 i
8400 0 i
8600 0 i
8800 0 i
9000 0 i
9200 0 i
9400 0 i
9600 0 i
9800 0 i
10000 0 i
10200 0 i
10400 0 i
10600 0 i
10800 0 i
11000 0 i
11200 0 i
11400 0 i
11600 0 i
11800 0 i
12000 0 i
12200 0 i
12400 0 i
12600 0 i
12800 0 i
13000 0 i
13200 0 i
13400 0 i
13600 0 i
13800 0 i
14000 0 i
14200 0 i
14400 0 i
14600 0 i
14800 0 i
15000 0 i
15200 0 i
15400 0 i
15600 0 i
15800 0 i
16000 0 i
16200 0 i
16400 0 i
16600 0 i
16800 0 i
17000 0 i
17200 0 i
17400 0 i
17600 0 i
17800 0 i
18000 0 i
18200 0 i
18400 0 i
18600 0 i
18800 0 i
19000 0 i
19200 0 i
19400 0 i
19600 0 i
19800 0 i
20000 0 i
20200 0 i
20400 0 i
20600 0 i
20800 0 i
21000 0 i
21200 0 i
21400 0 i
21600 0 i
21800 0 i
22000 0 i
22200 0.660766 i
22400 0.660766 i
22600 0.660766 i
22800 0.660766 i
23000 0.660766 i
23200 0.660766 i
23400 0.660766 i
23600 0.660766 i
23800 0.660766 i
24000 0.660766 i
24200 0.660766 i
24400 0.660766 i
24600 0.660766 i
24800 0.660766 i
25000 0.660766 i
25200 0.660766 i
25400 0.660766 i
25600 0.660766 i
25800 0.660766 i
26000 0.660766 i
26200 0.660766 i
26400 0.660766 i
26600 0.660766 i
26800 0.660766 i
27000 0.660766 i
27200 0.660766 i
27400 0.660766 i
27600 0.660766 i
27800 0.660766 i
28000 0.660766 i
28200 0.660766 i
28400 0.89778 i
28600 0.89778 i
28800 0.89778 i
29000 0.89778 i
29200 0.89778 i
29400 0.89778 i
29600 0.89778 i
29800 0.89778 i
30000 0.89778 i
30200 0.89778 i
30400 0.89778 i
30600 0.89778 i
30800 0.89778 i
31000 0.89778 i
31200 0.89778 i
31400 0.89778 i
31600 0.89778 i
31800 0.89778 i
32000 0.89778 i
32200 0.89778 i
32400 0.89778 i
32600 0.89778 i
32800 0.89778 i
33000 0.89778 i
33200 0.89778 i
33400 0.89778 i
33600 0.89778 i
33800 0.89778 i
34000 0.89778 i
34200 0.89778 i
34400 0.89778 i
34600 0.89778 i
34800 0.89778 i
35000 0.89778 i
35200 0.89778 i
35400 0.89778 i
35600 0.89778 i
35800 0.89778 i
36000 1.03208 i
36200 1.03208 i
36400 1.03208 i
36600 1.03208 i
36800 1.03208 i
37000 1.03208 i
37200 1.03208 i
37400 1.03208 i
37600 1.03208 i
37800 1.03208 i
38000 1.03208 i
38200 1.03208 i
38400 1.03208 i
38600 1.03208 i
38800 1.03208 i
39000 1.03208 i
39200 1.03208 i
39400 1.03208 i
39600 1.03208 i
39800 1.03208 i
40000 1.03208 i
40200 1.08491 i
40400 1.08491 i
40600 1.08491 i
40800 1.08491 i
41000 1.08491 i
41200 1.08491 i
41400 1.08491 i
41600 1.08491 i
41800 1.08491 i
42000 1.08491 i
42200 1.08491 i
42400 1.08491 i
42600 1.08491 i
42800 1.08491 i
43000 1.08491 i
43200 1.08491 i
43400 1.08491 i
43600 1.08491 i
43800 1.08491 i
44000 1.08491 i
44200 1.08491 i
44400 1.08491 i
44600 1.08491 i
44800 1.08491 i
45000 1.08491 i
45200 1.08491 i
45400 1.08491 i
45600 1.08491 i
45800 1.08491 i
46000 1.08491 i
46200 1.08491 i
46400 1.08491 i
46600 1.08491 i
46800 1.08491 i
47000 1.08491 i
47200 1.08491 i
47400 1.08491 i
47600 1.08491 i
47800 1.08491 i
48000 1.08491 i
48200 1.08491 i
48400 1.08491 i
48600 1.08491 i
48800 1.08491 i
49000 1.08491 i
49200 1.08491 i
49400 1.08491 i
49600 1.08491 i
49800 1.08491 i
50000 1.08491 i
50200 1.08491 i
50400 1.08491 i
50600 1.08491 i
50800 1.08491 i
51000 1.08491 i
51200 1.08491 i
51400 1.08491 i
51600 1.08491 i
51800 1.08491 i
52000 1.08491 i
52200 1.08491 i
52400 1.08491 i
52600 1.08491 i
52800 1.08491 i
53000 1.08491 i
53200 1.08491 i
53400 1.08491 i
53600 1.08491 i
53800 1.08491 i
54000 1.08491 i
54200 1.08491 i
54400 1.03208 i
54600 1.03208 i
54800 1.03208 i
55000 1.03208 i
55200 1.03208 i
55400 1.03208 i
55600 1.03208 i
55800 1.03208 i
56000 1.03208 i
56200 1.03208 i
56400 1.03208 i
56600 1.03208 i
56800 1.03208 i
57000 1.03208 i
57200 1.03208 i
57400 1.03208 i
57600 1.03208 i
57800 1.03208 i
58000 1.03208 i
58200 1.03208 i
58400 1.03208 i
58600 1.03208 i
58800 1.03208 i
59000 1.03208 i
59200 1.03208 i
59400 1.03208 i
59600 1.03208 i
59800 1.03208 i
60000 1.03208 i
60200 1.03208 i
60400 1.03208 i
60600 1.03208 i
60800 1.03208 i
61000 1.03208 i
61200 1.03208 i
61400 1.03208 i
61600 1.03208 i
61800 1.03208 i
62000 1.03208 i
62200 1.03208 i
62400 0.89778 i
62600 0.89778 i
62800 0.89778 i
63000 0.89778 i
63200 0.89778 i
63400 0.89778 i
63600 0.89778 i
63800 0.89778 i
64000 0.89778 i
64200 0.89778 i
64400 0.89778 i
64600 0.89778 i
64800 0.89778 i
65000 0.89778 i
65200 0.89778 i
65400 0.89778 i
65600 0.89778 i
65800 0.89778 i
66000 0.89778 i
66200 0.660766 i
66400 0.660766 i
66600 0.660766 i
66800 0.660766 i
67000 0.660766 i
67200 0.660766 i
67400 0.660766 i
67600 0.660766 i
67800 0.660766 i
68000 0.660766 i
68200 0.660766 i
68400 0.660766 i
68600 0.660766 i
68800 0.660766 i
69000 0.660766 i
69200 0.660766 i
69400 0.660766 i
69600 0.660766 i
69800 0.660766 i
70000 0.660766 i
70200 0.344142 i
70400 0.344142 i
70600 0.344142 i
70800 0.344142 i
71000 0.344142 i
71200 0.344142 i
71400 0.344142 i
71600 0.344142 i
71800 0.344142 i
72000 0.344142 i
72200 0.344142 i
72400 0.344142 i
72600 0.344142 i
72800 0.344142 i
73000 0.344142 i
73200 0.344142 i
73400 0.344142 i
73600 0.344142 i
73800 0.344142 i
74000 0.344142 i
74200 0.344142 i
74400 0.344142 i
74600 0.344142 i
74800 0.344142 i
75000 0.344142 i
75200 0.344142 i
75400 0.344142 i
75600 0.344142 i
75800 0.344142 i
76000 0.344142 i
76200 0.344142 i
76400 0.344142 i
76600 0.344142 i
76800 0.344142 i
77000 0.344142 i
77200 0.344142 i
77400 2.77556e-17 i
77600 2.77556e-17 i
77800 2.77556e-17 i
78000 2.77556e-17 i
78200 2.77556e-17 i
78400 2.77556e-17 i
78600 2.77556e-17 i
78800 2.77556e-17 i
79000 2.77556e-17 i
79200 2.77556e-17 i
79400 2.77556e-17 i
79600 2.77556e-17 i
79800 2.77556e-17 i
80000 2.77556e-17 i
80200 2.77556e-17 i
80400 2.77556e-17 i
80600 2.77556e-17 i
80800 2.77556e-17 i
81000 2.77556e-17 i
81200 2.77556e-17 i
81400 2.77556e-17 i
81600 2.77556e-17 i
81800 2.77556e-17 i
82000 2.77556e-17 i
82200 2.77556e-17 i
82400 2.77556e-17 i
82600 2.77556e-17 i
82800 2.77556e-17 i
83000 2.77556e-17 i
83200 2.77556e-17 i
83400 2.77556e-17 i
83600 2.77556e-17 i
83800 2.77556e-17 i
84000 2.77556e-17 i
84200 2.77556e-17 i
84400 2.77556e-17 i
84600 2.77556e-17 i
84800 2.77556e-17 i
85000 2.77556e-17 i
85200 2.77556e-17 i
85400 2.77556e-17 i
85600 2.77556e-17 i
85800 2.77556e-17 i
86000 2.77556e-17 i
86200 2.77556e-17 i
86400 2.77556e-17 o
# Curve 2 of 3, 145 points
# Curve title: "\(P_{50}\)"
# x y type
0 0 i
600 -0.09 i
1200 -0.09 i
1800 -0.09 i
2400 -0.09 i
3000 -0.09 i
3600 -0.09 i
4200 -0.09 i
4800 -0.09 i
5400 -0.09 i
6000 -0.0900001 i
6600 -0.0900001 i
7200 -0.0900001 i
7800 -0.0900001 i
8400 -0.0900001 i
9000 -0.0900001 i
9600 -0.0900001 i
10200 -0.0900001 i
10800 -0.0900001 i
11400 -0.0900001 i
12000 -0.0900001 i
12600 -0.0900001 i
13200 -0.114524 i
13800 -0.114524 i
14400 -0.114524 i
15000 -0.114524 i
15600 -0.114524 i
16200 -0.114524 i
16800 -0.114524 i
17400 -0.114524 i
18000 -0.344142 i
18600 -0.344142 i
19200 -0.344142 i
19800 -0.344142 i
20400 -0.344142 i
21000 -0.344142 i
21600 -0.344142 i
22200 -0.660766 i
22800 -0.660766 i
23400 -0.660766 i
24000 -0.660766 i
24600 -0.660766 i
25200 -0.660766 i
25800 -0.660766 i
26400 -0.660766 i
27000 -0.660766 i
27600 -0.660766 i
28200 -0.660766 i
28800 -0.89778 i
29400 -0.89778 i
30000 -0.89778 i
30600 -0.89778 i
31200 -0.89778 i
31800 -0.89778 i
32400 -0.89778 i
33000 -0.89778 i
33600 -0.89778 i
34200 -0.89778 i
34800 -0.89778 i
35400 -0.89778 i
36000 -1.03208 i
36600 -1.03208 i
37200 -1.03208 i
37800 -1.03208 i
38400 -1.03208 i
39000 -1.03208 i
39600 -1.03208 i
40200 -1.08491 i
40800 -1.08491 i
41400 -1.08491 i
42000 -1.08491 i
42600 -1.08491 i
43200 -1.08491 i
43800 -1.08491 i
44400 -1.08491 i
45000 -1.08491 i
45600 -1.08491 i
46200 -1.08491 i
46800 -1.08491 i
47400 -1.08491 i
48000 -1.08491 i
48600 -1.08491 i
49200 -1.08491 i
49800 -1.08491 i
50400 -1.08491 i
51000 -1.08491 i
51600 -1.08491 i
52200 -1.08491 i
52800 -1.08491 i
53400 -1.08491 i
54000 -1.08491 i
54600 -1.03208 i
55200 -1.03208 i
55800 -1.03208 i
56400 -1.03208 i
57000 -1.03208 i
57600 -1.03208 i
58200 -1.03208 i
58800 -1.03208 i
59400 -1.03208 i
60000 -1.03208 i
60600 -1.03208 i
61200 -1.03208 i
61800 -1.03208 i
62400 -0.89778 i
63000 -0.89778 i
63600 -0.89778 i
64200 -0.89778 i
64800 -0.89778 i
65400 -0.89778 i
66000 -0.89778 i
66600 -0.660766 i
67200 -0.660766 i
67800 -0.660766 i
68400 -0.660766 i
69000 -0.660766 i
69600 -0.660766 i
70200 -0.344142 i
70800 -0.344142 i
71400 -0.344142 i
72000 -0.344142 i
72600 -0.344142 i
73200 -0.344142 i
73800 -0.344142 i
74400 -0.344142 i
75000 -0.344142 i
75600 -0.344142 i
76200 -0.344142 i
76800 -0.344142 i
77400 -0.114524 i
78000 -0.114524 i
78600 -0.114524 i
79200 -0.114524 i
79800 -0.114524 i
80400 -0.114524 i
81000 -0.114524 i
81600 -0.114524 i
82200 -0.114524 i
82800 -0.114524 i
83400 -0.114524 i
84000 -0.114524 i
84600 -0.114524 i
85200 -0.114524 i
85800 -0.0900001 i
86400 -0.0900001 o

127
Fig_src/gnuplot/figs/02-measure-V-RangeStudy-Exp5_N1-tikz.tex Normal file
View File

@ -0,0 +1,127 @@
\begin{tikzpicture}[gnuplot]
%% generated with GNUPLOT 5.4p8 (Lua 5.3; terminal rev. Jun 2020, script rev. 118)
%% Mon Nov 6 17:42:50 2023
\path (0.000,0.000) rectangle (12.500,8.750);
\gpcolor{color=gp lt color border}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\gpsetlinewidth{1.00}
\draw[gp path] (1.504,0.985)--(1.684,0.985);
\node[gp node right] at (1.320,0.985) {$0.8$};
\draw[gp path] (1.504,2.228)--(1.684,2.228);
\node[gp node right] at (1.320,2.228) {$0.85$};
\draw[gp path] (1.504,3.470)--(1.684,3.470);
\node[gp node right] at (1.320,3.470) {$0.9$};
\draw[gp path] (1.504,4.713)--(1.684,4.713);
\node[gp node right] at (1.320,4.713) {$0.95$};
\draw[gp path] (1.504,5.956)--(1.684,5.956);
\node[gp node right] at (1.320,5.956) {$1$};
\draw[gp path] (1.504,7.198)--(1.684,7.198);
\node[gp node right] at (1.320,7.198) {$1.05$};
\draw[gp path] (1.504,8.441)--(1.684,8.441);
\node[gp node right] at (1.320,8.441) {$1.1$};
\draw[gp path] (1.504,0.985)--(1.504,1.165);
\node[gp node center] at (1.504,0.677) {$0$};
\draw[gp path] (2.715,0.985)--(2.715,1.165);
\node[gp node center] at (2.715,0.677) {$10000$};
\draw[gp path] (3.927,0.985)--(3.927,1.165);
\node[gp node center] at (3.927,0.677) {$20000$};
\draw[gp path] (5.138,0.985)--(5.138,1.165);
\node[gp node center] at (5.138,0.677) {$30000$};
\draw[gp path] (6.350,0.985)--(6.350,1.165);
\node[gp node center] at (6.350,0.677) {$40000$};
\draw[gp path] (7.561,0.985)--(7.561,1.165);
\node[gp node center] at (7.561,0.677) {$50000$};
\draw[gp path] (8.773,0.985)--(8.773,1.165);
\node[gp node center] at (8.773,0.677) {$60000$};
\draw[gp path] (9.984,0.985)--(9.984,1.165);
\node[gp node center] at (9.984,0.677) {$70000$};
\draw[gp path] (11.196,0.985)--(11.196,1.165);
\node[gp node center] at (11.196,0.677) {$80000$};
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
\node[gp node center,rotate=-270] at (0.108,4.713) {\(V\) (p.u.)};
\node[gp node center] at (6.725,0.215) {Time (sec)};
\node[gp node right] at (8.574,8.287) {$1.1$};
\gpcolor{color=gp lt color axes}
\gpsetlinetype{gp lt axes}
\gpsetdashtype{gp dt axes}
\draw[gp path] (8.758,8.287)--(9.674,8.287);
\draw[gp path] (1.504,8.441)--(1.609,8.441)--(1.715,8.441)--(1.820,8.441)--(1.926,8.441)%
--(2.031,8.441)--(2.137,8.441)--(2.242,8.441)--(2.348,8.441)--(2.453,8.441)--(2.559,8.441)%
--(2.664,8.441)--(2.770,8.441)--(2.875,8.441)--(2.981,8.441)--(3.086,8.441)--(3.192,8.441)%
--(3.297,8.441)--(3.403,8.441)--(3.508,8.441)--(3.614,8.441)--(3.719,8.441)--(3.825,8.441)%
--(3.930,8.441)--(4.036,8.441)--(4.141,8.441)--(4.247,8.441)--(4.352,8.441)--(4.458,8.441)%
--(4.563,8.441)--(4.669,8.441)--(4.774,8.441)--(4.880,8.441)--(4.985,8.441)--(5.090,8.441)%
--(5.196,8.441)--(5.301,8.441)--(5.407,8.441)--(5.512,8.441)--(5.618,8.441)--(5.723,8.441)%
--(5.829,8.441)--(5.934,8.441)--(6.040,8.441)--(6.145,8.441)--(6.251,8.441)--(6.356,8.441)%
--(6.462,8.441)--(6.567,8.441)--(6.673,8.441)--(6.778,8.441)--(6.884,8.441)--(6.989,8.441)%
--(7.095,8.441)--(7.200,8.441)--(7.306,8.441)--(7.411,8.441)--(7.517,8.441)--(7.622,8.441)%
--(7.728,8.441)--(7.833,8.441)--(7.939,8.441)--(8.044,8.441)--(8.150,8.441)--(8.255,8.441)%
--(8.361,8.441)--(8.466,8.441)--(8.571,8.441)--(8.677,8.441)--(8.782,8.441)--(8.888,8.441)%
--(8.993,8.441)--(9.099,8.441)--(9.204,8.441)--(9.310,8.441)--(9.415,8.441)--(9.521,8.441)%
--(9.626,8.441)--(9.732,8.441)--(9.837,8.441)--(9.943,8.441)--(10.048,8.441)--(10.154,8.441)%
--(10.259,8.441)--(10.365,8.441)--(10.470,8.441)--(10.576,8.441)--(10.681,8.441)--(10.787,8.441)%
--(10.892,8.441)--(10.998,8.441)--(11.103,8.441)--(11.209,8.441)--(11.314,8.441)--(11.420,8.441)%
--(11.525,8.441)--(11.631,8.441)--(11.736,8.441)--(11.842,8.441)--(11.947,8.441);
\gpcolor{color=gp lt color border}
\node[gp node right] at (8.574,7.979) {\(V_{50}\)};
\gpcolor{rgb color={0.000,0.620,0.451}}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\draw[gp path] (8.758,7.979)--(9.674,7.979);
\draw[gp path] (1.567,0.985)--(1.577,3.796)--(1.649,3.796)--(1.722,3.796)--(1.795,3.796)%
--(1.867,3.796)--(1.940,3.796)--(2.013,3.796)--(2.086,3.796)--(2.158,3.796)--(2.231,3.796)%
--(2.304,4.063)--(2.376,4.063)--(2.449,4.245)--(2.522,4.245)--(2.594,4.320)--(2.667,4.320)%
--(2.740,4.318)--(2.812,4.318)--(2.885,4.331)--(2.958,4.331)--(3.030,4.329)--(3.103,4.324)%
--(3.176,4.338)--(3.249,4.375)--(3.321,4.352)--(3.394,4.326)--(3.467,4.311)--(3.539,4.296)%
--(3.612,4.296)--(3.685,3.900)--(3.757,3.913)--(3.830,3.913)--(3.903,3.660)--(3.975,3.660)%
--(4.048,3.621)--(4.121,3.643)--(4.193,3.049)--(4.266,3.083)--(4.339,3.083)--(4.412,3.083)%
--(4.484,2.739)--(4.557,2.739)--(4.630,2.739)--(4.702,2.700)--(4.775,2.722)--(4.848,2.722)%
--(4.920,2.727)--(4.993,2.254)--(5.066,1.978)--(5.138,1.955)--(5.211,1.955)--(5.284,1.905)%
--(5.357,1.905)--(5.429,1.905)--(5.502,1.905)--(5.575,1.905)--(5.647,1.922)--(5.720,1.922)%
--(5.793,1.920)--(5.865,1.633)--(5.938,1.634)--(6.011,1.615)--(6.083,1.441)--(6.156,1.412)%
--(6.229,1.412)--(6.301,1.404)--(6.374,1.281)--(6.447,1.281)--(6.520,1.279)--(6.592,1.207)%
--(6.665,1.207)--(6.738,1.205)--(6.810,1.185)--(6.883,1.185)--(6.956,1.180)--(7.028,1.164)%
--(7.101,1.149)--(7.174,1.132)--(7.246,1.132)--(7.319,1.132)--(7.392,1.132)--(7.465,1.088)%
--(7.537,1.088)--(7.610,1.089)--(7.683,1.093)--(7.755,1.093)--(7.828,1.076)--(7.901,1.148)%
--(7.973,1.107)--(8.046,1.107)--(8.119,1.227)--(8.191,1.204)--(8.264,1.187)--(8.337,1.187)%
--(8.409,1.191)--(8.482,1.199)--(8.555,1.357)--(8.628,1.358)--(8.700,1.377)--(8.773,1.388)%
--(8.846,1.388)--(8.918,1.388)--(8.991,1.341)--(9.064,1.635)--(9.136,1.635)--(9.209,1.596)%
--(9.282,1.575)--(9.354,1.566)--(9.427,1.535)--(9.500,1.831)--(9.572,2.350)--(9.645,2.367)%
--(9.718,2.367)--(9.791,2.367)--(9.863,2.323)--(9.936,2.325)--(10.009,2.940)--(10.081,2.970)%
--(10.154,2.972)--(10.227,2.972)--(10.299,3.281)--(10.372,3.260)--(10.445,3.260)--(10.517,3.288)%
--(10.590,3.288)--(10.663,3.288)--(10.736,3.288)--(10.808,3.309)--(10.881,3.706)--(10.954,3.705)%
--(11.026,3.705)--(11.099,3.705)--(11.172,3.932)--(11.244,3.890)--(11.317,3.888)--(11.390,3.891)%
--(11.462,3.894)--(11.535,3.894)--(11.608,3.894)--(11.680,3.839)--(11.753,3.839)--(11.826,3.816)%
--(11.899,3.882)--(11.947,3.884);
\gpcolor{color=gp lt color border}
\node[gp node right] at (8.574,7.671) {$0.9$};
\gpcolor{color=gp lt color axes}
\gpsetlinetype{gp lt axes}
\gpsetdashtype{gp dt axes}
\draw[gp path] (8.758,7.671)--(9.674,7.671);
\draw[gp path] (1.504,3.470)--(1.609,3.470)--(1.715,3.470)--(1.820,3.470)--(1.926,3.470)%
--(2.031,3.470)--(2.137,3.470)--(2.242,3.470)--(2.348,3.470)--(2.453,3.470)--(2.559,3.470)%
--(2.664,3.470)--(2.770,3.470)--(2.875,3.470)--(2.981,3.470)--(3.086,3.470)--(3.192,3.470)%
--(3.297,3.470)--(3.403,3.470)--(3.508,3.470)--(3.614,3.470)--(3.719,3.470)--(3.825,3.470)%
--(3.930,3.470)--(4.036,3.470)--(4.141,3.470)--(4.247,3.470)--(4.352,3.470)--(4.458,3.470)%
--(4.563,3.470)--(4.669,3.470)--(4.774,3.470)--(4.880,3.470)--(4.985,3.470)--(5.090,3.470)%
--(5.196,3.470)--(5.301,3.470)--(5.407,3.470)--(5.512,3.470)--(5.618,3.470)--(5.723,3.470)%
--(5.829,3.470)--(5.934,3.470)--(6.040,3.470)--(6.145,3.470)--(6.251,3.470)--(6.356,3.470)%
--(6.462,3.470)--(6.567,3.470)--(6.673,3.470)--(6.778,3.470)--(6.884,3.470)--(6.989,3.470)%
--(7.095,3.470)--(7.200,3.470)--(7.306,3.470)--(7.411,3.470)--(7.517,3.470)--(7.622,3.470)%
--(7.728,3.470)--(7.833,3.470)--(7.939,3.470)--(8.044,3.470)--(8.150,3.470)--(8.255,3.470)%
--(8.361,3.470)--(8.466,3.470)--(8.571,3.470)--(8.677,3.470)--(8.782,3.470)--(8.888,3.470)%
--(8.993,3.470)--(9.099,3.470)--(9.204,3.470)--(9.310,3.470)--(9.415,3.470)--(9.521,3.470)%
--(9.626,3.470)--(9.732,3.470)--(9.837,3.470)--(9.943,3.470)--(10.048,3.470)--(10.154,3.470)%
--(10.259,3.470)--(10.365,3.470)--(10.470,3.470)--(10.576,3.470)--(10.681,3.470)--(10.787,3.470)%
--(10.892,3.470)--(10.998,3.470)--(11.103,3.470)--(11.209,3.470)--(11.314,3.470)--(11.420,3.470)%
--(11.525,3.470)--(11.631,3.470)--(11.736,3.470)--(11.842,3.470)--(11.947,3.470);
\gpcolor{color=gp lt color border}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
%% coordinates of the plot area
\gpdefrectangularnode{gp plot 1}{\pgfpoint{1.504cm}{0.985cm}}{\pgfpoint{11.947cm}{8.441cm}}
\end{tikzpicture}
%% gnuplot variables

152
Fig_src/gnuplot/figs/02-measure-V-RangeStudy-Exp5_N1-tikzsa.tex Normal file
View File

@ -0,0 +1,152 @@
\documentclass[10pt]{article}
\usepackage[T1]{fontenc}
\usepackage{textcomp}
\usepackage{ifluatex,ifxetex}
\ifluatex
\usepackage{fontspec}
\setmainfont{Free Serif}
\else\ifxetex
\usepackage{fontspec}
\setmainfont{FreeSerif}
\else
\usepackage{ucs}
\SetUnicodeOption{mathletters}
\usepackage[utf8x]{inputenc}
\fi\fi
\usepackage{gnuplot-lua-tikz}
\pagestyle{empty}
\usepackage[active,tightpage]{preview}
\PreviewEnvironment{tikzpicture}
\setlength\PreviewBorder{\gpbboxborder}
\begin{document}
\begin{tikzpicture}[gnuplot]
%% generated with GNUPLOT 5.4p8 (Lua 5.3; terminal rev. Jun 2020, script rev. 118)
%% Mon Nov 6 17:42:50 2023
\path (0.000,0.000) rectangle (12.500,8.750);
\gpcolor{color=gp lt color border}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\gpsetlinewidth{1.00}
\draw[gp path] (1.504,0.985)--(1.684,0.985);
\node[gp node right] at (1.320,0.985) {$0.8$};
\draw[gp path] (1.504,2.228)--(1.684,2.228);
\node[gp node right] at (1.320,2.228) {$0.85$};
\draw[gp path] (1.504,3.470)--(1.684,3.470);
\node[gp node right] at (1.320,3.470) {$0.9$};
\draw[gp path] (1.504,4.713)--(1.684,4.713);
\node[gp node right] at (1.320,4.713) {$0.95$};
\draw[gp path] (1.504,5.956)--(1.684,5.956);
\node[gp node right] at (1.320,5.956) {$1$};
\draw[gp path] (1.504,7.198)--(1.684,7.198);
\node[gp node right] at (1.320,7.198) {$1.05$};
\draw[gp path] (1.504,8.441)--(1.684,8.441);
\node[gp node right] at (1.320,8.441) {$1.1$};
\draw[gp path] (1.504,0.985)--(1.504,1.165);
\node[gp node center] at (1.504,0.677) {$0$};
\draw[gp path] (2.715,0.985)--(2.715,1.165);
\node[gp node center] at (2.715,0.677) {$10000$};
\draw[gp path] (3.927,0.985)--(3.927,1.165);
\node[gp node center] at (3.927,0.677) {$20000$};
\draw[gp path] (5.138,0.985)--(5.138,1.165);
\node[gp node center] at (5.138,0.677) {$30000$};
\draw[gp path] (6.350,0.985)--(6.350,1.165);
\node[gp node center] at (6.350,0.677) {$40000$};
\draw[gp path] (7.561,0.985)--(7.561,1.165);
\node[gp node center] at (7.561,0.677) {$50000$};
\draw[gp path] (8.773,0.985)--(8.773,1.165);
\node[gp node center] at (8.773,0.677) {$60000$};
\draw[gp path] (9.984,0.985)--(9.984,1.165);
\node[gp node center] at (9.984,0.677) {$70000$};
\draw[gp path] (11.196,0.985)--(11.196,1.165);
\node[gp node center] at (11.196,0.677) {$80000$};
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
\node[gp node center,rotate=-270] at (0.108,4.713) {\(V\) (p.u.)};
\node[gp node center] at (6.725,0.215) {Time (sec)};
\node[gp node right] at (8.574,8.287) {$1.1$};
\gpcolor{color=gp lt color axes}
\gpsetlinetype{gp lt axes}
\gpsetdashtype{gp dt axes}
\draw[gp path] (8.758,8.287)--(9.674,8.287);
\draw[gp path] (1.504,8.441)--(1.609,8.441)--(1.715,8.441)--(1.820,8.441)--(1.926,8.441)%
--(2.031,8.441)--(2.137,8.441)--(2.242,8.441)--(2.348,8.441)--(2.453,8.441)--(2.559,8.441)%
--(2.664,8.441)--(2.770,8.441)--(2.875,8.441)--(2.981,8.441)--(3.086,8.441)--(3.192,8.441)%
--(3.297,8.441)--(3.403,8.441)--(3.508,8.441)--(3.614,8.441)--(3.719,8.441)--(3.825,8.441)%
--(3.930,8.441)--(4.036,8.441)--(4.141,8.441)--(4.247,8.441)--(4.352,8.441)--(4.458,8.441)%
--(4.563,8.441)--(4.669,8.441)--(4.774,8.441)--(4.880,8.441)--(4.985,8.441)--(5.090,8.441)%
--(5.196,8.441)--(5.301,8.441)--(5.407,8.441)--(5.512,8.441)--(5.618,8.441)--(5.723,8.441)%
--(5.829,8.441)--(5.934,8.441)--(6.040,8.441)--(6.145,8.441)--(6.251,8.441)--(6.356,8.441)%
--(6.462,8.441)--(6.567,8.441)--(6.673,8.441)--(6.778,8.441)--(6.884,8.441)--(6.989,8.441)%
--(7.095,8.441)--(7.200,8.441)--(7.306,8.441)--(7.411,8.441)--(7.517,8.441)--(7.622,8.441)%
--(7.728,8.441)--(7.833,8.441)--(7.939,8.441)--(8.044,8.441)--(8.150,8.441)--(8.255,8.441)%
--(8.361,8.441)--(8.466,8.441)--(8.571,8.441)--(8.677,8.441)--(8.782,8.441)--(8.888,8.441)%
--(8.993,8.441)--(9.099,8.441)--(9.204,8.441)--(9.310,8.441)--(9.415,8.441)--(9.521,8.441)%
--(9.626,8.441)--(9.732,8.441)--(9.837,8.441)--(9.943,8.441)--(10.048,8.441)--(10.154,8.441)%
--(10.259,8.441)--(10.365,8.441)--(10.470,8.441)--(10.576,8.441)--(10.681,8.441)--(10.787,8.441)%
--(10.892,8.441)--(10.998,8.441)--(11.103,8.441)--(11.209,8.441)--(11.314,8.441)--(11.420,8.441)%
--(11.525,8.441)--(11.631,8.441)--(11.736,8.441)--(11.842,8.441)--(11.947,8.441);
\gpcolor{color=gp lt color border}
\node[gp node right] at (8.574,7.979) {\(V_{50}\)};
\gpcolor{rgb color={0.000,0.620,0.451}}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\draw[gp path] (8.758,7.979)--(9.674,7.979);
\draw[gp path] (1.567,0.985)--(1.577,3.796)--(1.649,3.796)--(1.722,3.796)--(1.795,3.796)%
--(1.867,3.796)--(1.940,3.796)--(2.013,3.796)--(2.086,3.796)--(2.158,3.796)--(2.231,3.796)%
--(2.304,4.063)--(2.376,4.063)--(2.449,4.245)--(2.522,4.245)--(2.594,4.320)--(2.667,4.320)%
--(2.740,4.318)--(2.812,4.318)--(2.885,4.331)--(2.958,4.331)--(3.030,4.329)--(3.103,4.324)%
--(3.176,4.338)--(3.249,4.375)--(3.321,4.352)--(3.394,4.326)--(3.467,4.311)--(3.539,4.296)%
--(3.612,4.296)--(3.685,3.900)--(3.757,3.913)--(3.830,3.913)--(3.903,3.660)--(3.975,3.660)%
--(4.048,3.621)--(4.121,3.643)--(4.193,3.049)--(4.266,3.083)--(4.339,3.083)--(4.412,3.083)%
--(4.484,2.739)--(4.557,2.739)--(4.630,2.739)--(4.702,2.700)--(4.775,2.722)--(4.848,2.722)%
--(4.920,2.727)--(4.993,2.254)--(5.066,1.978)--(5.138,1.955)--(5.211,1.955)--(5.284,1.905)%
--(5.357,1.905)--(5.429,1.905)--(5.502,1.905)--(5.575,1.905)--(5.647,1.922)--(5.720,1.922)%
--(5.793,1.920)--(5.865,1.633)--(5.938,1.634)--(6.011,1.615)--(6.083,1.441)--(6.156,1.412)%
--(6.229,1.412)--(6.301,1.404)--(6.374,1.281)--(6.447,1.281)--(6.520,1.279)--(6.592,1.207)%
--(6.665,1.207)--(6.738,1.205)--(6.810,1.185)--(6.883,1.185)--(6.956,1.180)--(7.028,1.164)%
--(7.101,1.149)--(7.174,1.132)--(7.246,1.132)--(7.319,1.132)--(7.392,1.132)--(7.465,1.088)%
--(7.537,1.088)--(7.610,1.089)--(7.683,1.093)--(7.755,1.093)--(7.828,1.076)--(7.901,1.148)%
--(7.973,1.107)--(8.046,1.107)--(8.119,1.227)--(8.191,1.204)--(8.264,1.187)--(8.337,1.187)%
--(8.409,1.191)--(8.482,1.199)--(8.555,1.357)--(8.628,1.358)--(8.700,1.377)--(8.773,1.388)%
--(8.846,1.388)--(8.918,1.388)--(8.991,1.341)--(9.064,1.635)--(9.136,1.635)--(9.209,1.596)%
--(9.282,1.575)--(9.354,1.566)--(9.427,1.535)--(9.500,1.831)--(9.572,2.350)--(9.645,2.367)%
--(9.718,2.367)--(9.791,2.367)--(9.863,2.323)--(9.936,2.325)--(10.009,2.940)--(10.081,2.970)%
--(10.154,2.972)--(10.227,2.972)--(10.299,3.281)--(10.372,3.260)--(10.445,3.260)--(10.517,3.288)%
--(10.590,3.288)--(10.663,3.288)--(10.736,3.288)--(10.808,3.309)--(10.881,3.706)--(10.954,3.705)%
--(11.026,3.705)--(11.099,3.705)--(11.172,3.932)--(11.244,3.890)--(11.317,3.888)--(11.390,3.891)%
--(11.462,3.894)--(11.535,3.894)--(11.608,3.894)--(11.680,3.839)--(11.753,3.839)--(11.826,3.816)%
--(11.899,3.882)--(11.947,3.884);
\gpcolor{color=gp lt color border}
\node[gp node right] at (8.574,7.671) {$0.9$};
\gpcolor{color=gp lt color axes}
\gpsetlinetype{gp lt axes}
\gpsetdashtype{gp dt axes}
\draw[gp path] (8.758,7.671)--(9.674,7.671);
\draw[gp path] (1.504,3.470)--(1.609,3.470)--(1.715,3.470)--(1.820,3.470)--(1.926,3.470)%
--(2.031,3.470)--(2.137,3.470)--(2.242,3.470)--(2.348,3.470)--(2.453,3.470)--(2.559,3.470)%
--(2.664,3.470)--(2.770,3.470)--(2.875,3.470)--(2.981,3.470)--(3.086,3.470)--(3.192,3.470)%
--(3.297,3.470)--(3.403,3.470)--(3.508,3.470)--(3.614,3.470)--(3.719,3.470)--(3.825,3.470)%
--(3.930,3.470)--(4.036,3.470)--(4.141,3.470)--(4.247,3.470)--(4.352,3.470)--(4.458,3.470)%
--(4.563,3.470)--(4.669,3.470)--(4.774,3.470)--(4.880,3.470)--(4.985,3.470)--(5.090,3.470)%
--(5.196,3.470)--(5.301,3.470)--(5.407,3.470)--(5.512,3.470)--(5.618,3.470)--(5.723,3.470)%
--(5.829,3.470)--(5.934,3.470)--(6.040,3.470)--(6.145,3.470)--(6.251,3.470)--(6.356,3.470)%
--(6.462,3.470)--(6.567,3.470)--(6.673,3.470)--(6.778,3.470)--(6.884,3.470)--(6.989,3.470)%
--(7.095,3.470)--(7.200,3.470)--(7.306,3.470)--(7.411,3.470)--(7.517,3.470)--(7.622,3.470)%
--(7.728,3.470)--(7.833,3.470)--(7.939,3.470)--(8.044,3.470)--(8.150,3.470)--(8.255,3.470)%
--(8.361,3.470)--(8.466,3.470)--(8.571,3.470)--(8.677,3.470)--(8.782,3.470)--(8.888,3.470)%
--(8.993,3.470)--(9.099,3.470)--(9.204,3.470)--(9.310,3.470)--(9.415,3.470)--(9.521,3.470)%
--(9.626,3.470)--(9.732,3.470)--(9.837,3.470)--(9.943,3.470)--(10.048,3.470)--(10.154,3.470)%
--(10.259,3.470)--(10.365,3.470)--(10.470,3.470)--(10.576,3.470)--(10.681,3.470)--(10.787,3.470)%
--(10.892,3.470)--(10.998,3.470)--(11.103,3.470)--(11.209,3.470)--(11.314,3.470)--(11.420,3.470)%
--(11.525,3.470)--(11.631,3.470)--(11.736,3.470)--(11.842,3.470)--(11.947,3.470);
\gpcolor{color=gp lt color border}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\draw[gp path] (1.504,8.441)--(1.504,0.985)--(11.947,0.985);
%% coordinates of the plot area
\gpdefrectangularnode{gp plot 1}{\pgfpoint{1.504cm}{0.985cm}}{\pgfpoint{11.947cm}{8.441cm}}
\end{tikzpicture}
%% gnuplot variables
\end{document}

360
Fig_src/gnuplot/figs/02-measure-V-RangeStudy-Exp5_N1.tab Normal file
View File

@ -0,0 +1,360 @@
# Curve 0 of 3, 100 points
# Curve title: "1.1"
# x y type
0 1.1 i
870.707 1.1 i
1741.41 1.1 i
2612.12 1.1 i
3482.83 1.1 i
4353.54 1.1 i
5224.24 1.1 i
6094.95 1.1 i
6965.66 1.1 i
7836.36 1.1 i
8707.07 1.1 i
9577.78 1.1 i
10448.5 1.1 i
11319.2 1.1 i
12189.9 1.1 i
13060.6 1.1 i
13931.3 1.1 i
14802 1.1 i
15672.7 1.1 i
16543.4 1.1 i
17414.1 1.1 i
18284.8 1.1 i
19155.6 1.1 i
20026.3 1.1 i
20897 1.1 i
21767.7 1.1 i
22638.4 1.1 i
23509.1 1.1 i
24379.8 1.1 i
25250.5 1.1 i
26121.2 1.1 i
26991.9 1.1 i
27862.6 1.1 i
28733.3 1.1 i
29604 1.1 i
30474.7 1.1 i
31345.5 1.1 i
32216.2 1.1 i
33086.9 1.1 i
33957.6 1.1 i
34828.3 1.1 i
35699 1.1 i
36569.7 1.1 i
37440.4 1.1 i
38311.1 1.1 i
39181.8 1.1 i
40052.5 1.1 i
40923.2 1.1 i
41793.9 1.1 i
42664.6 1.1 i
43535.4 1.1 i
44406.1 1.1 i
45276.8 1.1 i
46147.5 1.1 i
47018.2 1.1 i
47888.9 1.1 i
48759.6 1.1 i
49630.3 1.1 i
50501 1.1 i
51371.7 1.1 i
52242.4 1.1 i
53113.1 1.1 i
53983.8 1.1 i
54854.5 1.1 i
55725.3 1.1 i
56596 1.1 i
57466.7 1.1 i
58337.4 1.1 i
59208.1 1.1 i
60078.8 1.1 i
60949.5 1.1 i
61820.2 1.1 i
62690.9 1.1 i
63561.6 1.1 i
64432.3 1.1 i
65303 1.1 i
66173.7 1.1 i
67044.4 1.1 i
67915.2 1.1 i
68785.9 1.1 i
69656.6 1.1 i
70527.3 1.1 i
71398 1.1 i
72268.7 1.1 i
73139.4 1.1 i
74010.1 1.1 i
74880.8 1.1 i
75751.5 1.1 i
76622.2 1.1 i
77492.9 1.1 i
78363.6 1.1 i
79234.3 1.1 i
80105.1 1.1 i
80975.8 1.1 i
81846.5 1.1 i
82717.2 1.1 i
83587.9 1.1 i
84458.6 1.1 i
85329.3 1.1 i
86200 1.1 i
# Curve 1 of 3, 145 points
# Curve title: "\(V_{50}\)"
# x y type
0 0 o
600 0.91309 i
1200 0.91309 i
1800 0.91309 i
2400 0.91309 i
3000 0.91309 i
3600 0.91309 i
4200 0.91309 i
4800 0.91309 i
5400 0.91309 i
6000 0.91309 i
6600 0.923828 i
7200 0.923828 i
7800 0.931167 i
8400 0.931167 i
9000 0.934205 i
9600 0.934205 i
10200 0.934094 i
10800 0.934094 i
11400 0.934644 i
12000 0.93464 i
12600 0.93453 i
13200 0.934344 i
13800 0.934896 i
14400 0.936397 i
15000 0.935475 i
15600 0.934442 i
16200 0.933819 i
16800 0.933231 i
17400 0.933231 i
18000 0.917301 i
18600 0.917818 i
19200 0.917818 i
19800 0.907644 i
20400 0.907644 i
21000 0.906055 i
21600 0.906956 i
22200 0.88306 i
22800 0.884405 i
23400 0.884405 i
24000 0.884405 i
24600 0.870591 i
25200 0.870591 i
25800 0.870591 i
26400 0.868997 i
27000 0.869908 i
27600 0.869908 i
28200 0.870098 i
28800 0.851054 i
29400 0.839974 i
30000 0.839013 i
30600 0.839013 i
31200 0.837014 i
31800 0.837014 i
32400 0.837014 i
33000 0.837014 i
33600 0.837014 i
34200 0.837683 i
34800 0.837683 i
35400 0.837639 i
36000 0.826056 i
36600 0.826112 i
37200 0.825366 i
37800 0.818363 i
38400 0.817174 i
39000 0.817174 i
39600 0.816862 i
40200 0.811927 i
40800 0.811927 i
41400 0.811846 i
42000 0.808942 i
42600 0.808931 i
43200 0.808849 i
43800 0.808038 i
44400 0.808038 i
45000 0.807866 i
45600 0.807185 i
46200 0.806594 i
46800 0.805901 i
47400 0.805901 i
48000 0.805901 i
48600 0.805901 i
49200 0.804161 i
49800 0.804161 i
50400 0.804172 i
51000 0.804346 i
51600 0.804346 i
52200 0.803651 i
52800 0.80656 i
53400 0.804893 i
54000 0.804893 i
54600 0.809728 i
55200 0.808801 i
55800 0.808111 i
56400 0.808122 i
57000 0.808294 i
57600 0.808604 i
58200 0.814972 i
58800 0.814998 i
59400 0.815771 i
60000 0.816201 i
60600 0.816201 i
61200 0.816227 i
61800 0.814306 i
62400 0.826154 i
63000 0.826154 i
63600 0.824579 i
64200 0.823737 i
64800 0.823368 i
65400 0.822112 i
66000 0.834043 i
66600 0.854924 i
67200 0.855626 i
67800 0.855626 i
68400 0.855626 i
69000 0.853828 i
69600 0.853933 i
70200 0.878648 i
70800 0.879861 i
71400 0.879969 i
72000 0.879969 i
72600 0.892397 i
73200 0.891548 i
73800 0.891548 i
74400 0.892676 i
75000 0.892676 i
75600 0.892676 i
76200 0.892676 i
76800 0.893515 i
77400 0.909482 i
78000 0.909448 i
78600 0.909448 i
79200 0.909448 i
79800 0.918575 i
80400 0.9169 i
81000 0.916814 i
81600 0.916929 i
82200 0.917044 i
82800 0.917048 i
83400 0.917048 i
84000 0.914842 i
84600 0.914842 i
85200 0.913896 i
85800 0.91657 i
86400 0.916686 o
# Curve 2 of 3, 100 points
# Curve title: "0.9"
# x y type
0 0.9 i
870.707 0.9 i
1741.41 0.9 i
2612.12 0.9 i
3482.83 0.9 i
4353.54 0.9 i
5224.24 0.9 i
6094.95 0.9 i
6965.66 0.9 i
7836.36 0.9 i
8707.07 0.9 i
9577.78 0.9 i
10448.5 0.9 i
11319.2 0.9 i
12189.9 0.9 i
13060.6 0.9 i
13931.3 0.9 i
14802 0.9 i
15672.7 0.9 i
16543.4 0.9 i
17414.1 0.9 i
18284.8 0.9 i
19155.6 0.9 i
20026.3 0.9 i
20897 0.9 i
21767.7 0.9 i
22638.4 0.9 i
23509.1 0.9 i
24379.8 0.9 i
25250.5 0.9 i
26121.2 0.9 i
26991.9 0.9 i
27862.6 0.9 i
28733.3 0.9 i
29604 0.9 i
30474.7 0.9 i
31345.5 0.9 i
32216.2 0.9 i
33086.9 0.9 i
33957.6 0.9 i
34828.3 0.9 i
35699 0.9 i
36569.7 0.9 i
37440.4 0.9 i
38311.1 0.9 i
39181.8 0.9 i
40052.5 0.9 i
40923.2 0.9 i
41793.9 0.9 i
42664.6 0.9 i
43535.4 0.9 i
44406.1 0.9 i
45276.8 0.9 i
46147.5 0.9 i
47018.2 0.9 i
47888.9 0.9 i
48759.6 0.9 i
49630.3 0.9 i
50501 0.9 i
51371.7 0.9 i
52242.4 0.9 i
53113.1 0.9 i
53983.8 0.9 i
54854.5 0.9 i
55725.3 0.9 i
56596 0.9 i
57466.7 0.9 i
58337.4 0.9 i
59208.1 0.9 i
60078.8 0.9 i
60949.5 0.9 i
61820.2 0.9 i
62690.9 0.9 i
63561.6 0.9 i
64432.3 0.9 i
65303 0.9 i
66173.7 0.9 i
67044.4 0.9 i
67915.2 0.9 i
68785.9 0.9 i
69656.6 0.9 i
70527.3 0.9 i
71398 0.9 i
72268.7 0.9 i
73139.4 0.9 i
74010.1 0.9 i
74880.8 0.9 i
75751.5 0.9 i
76622.2 0.9 i
77492.9 0.9 i
78363.6 0.9 i
79234.3 0.9 i
80105.1 0.9 i
80975.8 0.9 i
81846.5 0.9 i
82717.2 0.9 i
83587.9 0.9 i
84458.6 0.9 i
85329.3 0.9 i
86200 0.9 i