stanley control algorithm add

This commit is contained in:
liuhaoyan 2026-09-22 18:17:42 +08:00
parent e02964f617
commit 7cbfa74370
22 changed files with 18128 additions and 45 deletions

3
.gitignore vendored
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,sweetai,sweetai-Redmi-Book-Pro-15-2022,21.09.2026 17:35,file:///home/sweetai/.config/libreoffice/4;

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,sweetai,sweetai-Redmi-Book-Pro-15-2022,21.09.2026 17:34,file:///home/sweetai/.config/libreoffice/4;

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62.42027050,4.64743828,-2.50771475,-0.00750958,0.00321220,0.18404554,-0.00045636
62.42027050,4.57170167,-2.51196060,-0.00912411,0.00306939,0.17586298,-0.01212753
62.61890802,4.47067815,-2.51689672,-0.00676726,0.00349163,0.20005551,0.00332600
62.61890802,4.39495928,-2.52151726,-0.00876034,0.00300835,0.17236592,-0.00874993
62.81754553,4.29391620,-2.52611430,-0.00604927,0.00374674,0.21467211,0.00635297
62.81754553,4.21820380,-2.53086874,-0.00820079,0.00312685,0.17915513,-0.00449732
63.01618305,4.11717106,-2.53570035,-0.00570826,0.00367068,0.21031445,0.00699751
63.01618305,4.04142698,-2.53993841,-0.00735805,0.00348686,0.19978230,0.00091925
63.01618305,3.96569558,-2.54436446,-0.00915632,0.00317548,0.18194185,-0.01274879
63.21482057,3.86465984,-2.54914258,-0.00663496,0.00372623,0.21349732,0.00459122
63.21482057,3.78894216,-2.55383904,-0.00871057,0.00316166,0.18114954,-0.00844058
63.41345809,3.71315802,-2.55730840,-0.00573114,0.00370072,0.21203566,0.00717975
63.41345809,3.61218367,-2.56328301,-0.00823659,0.00318621,0.18255656,-0.00473780
63.61209561,3.53642006,-2.56713935,-0.00565428,0.00338863,0.19415422,0.00646025
63.61209561,3.46067970,-2.57147374,-0.00738147,0.00313901,0.17985181,0.00005246
63.81073313,3.35967053,-2.57695493,-0.00557185,0.00311159,0.17828086,0.00590902
63.81073313,3.28390148,-2.58078522,-0.00677058,0.00330876,0.18957800,0.00297450
63.81073313,3.18291349,-2.58661849,-0.00909186,0.00296234,0.16972947,-0.01219065
64.00937065,3.10711840,-2.58996312,-0.00601393,0.00359892,0.20620268,0.00621063
64.00937065,3.03139910,-2.59472111,-0.00815951,0.00297688,0.17056275,-0.00451161
64.20800816,2.93035845,-2.59954401,-0.00567034,0.00352882,0.20218653,0.00688229
64.20800816,2.85462011,-2.60394729,-0.00747328,0.00320648,0.18371769,-0.00022281
64.40664568,2.75361246,-2.60939493,-0.00562133,0.00320290,0.18351279,0.00609946
64.40664568,2.67782830,-2.61296241,-0.00656445,0.00361990,0.20740479,0.00468045
64.40664568,2.57685369,-2.61901720,-0.00911475,0.00305604,0.17509800,-0.01278558
64.60528320,2.50105435,-2.62228052,-0.00594890,0.00376319,0.21561468,0.00707780
64.60528320,2.42532585,-2.62702887,-0.00808994,0.00313686,0.17972886,-0.00389494
64.80392072,2.32426940,-2.63193680,-0.00568002,0.00360273,0.20642124,0.00728792
64.80392072,2.24851945,-2.63637797,-0.00752151,0.00324296,0.18580773,-0.00033908
65.00255824,2.14749099,-2.64174818,-0.00558316,0.00330495,0.18935943,0.00665918
65.00255824,2.07173770,-2.64609898,-0.00731979,0.00304245,0.17431935,0.00021204
65.00255824,1.99598619,-2.65047025,-0.00903854,0.00279783,0.16030381,-0.01204545
65.20119576,1.89492331,-2.65510627,-0.00640084,0.00349592,0.20030139,0.00498385
65.20119576,1.81919625,-2.65982370,-0.00848679,0.00292061,0.16733890,-0.00707470
65.39983328,1.71814820,-2.66466112,-0.00603031,0.00345324,0.19785619,0.00596800
65.39983328,1.64242203,-2.66941538,-0.00816116,0.00284742,0.16314516,-0.00478383
65.59847080,1.56664611,-2.67323202,-0.00557324,0.00309991,0.17761151,0.00609279
65.59847080,1.46563081,-2.67862057,-0.00745705,0.00311755,0.17862237,-0.00028753
65.59847080,1.38988161,-2.68293293,-0.00912447,0.00292205,0.16742086,-0.01303278
65.79710831,1.28883219,-2.68764593,-0.00656031,0.00353883,0.20276026,0.00459039
65.79710831,1.21311247,-2.69234249,-0.00862364,0.00297927,0.17069935,-0.00818863
65.99574583,1.13732538,-2.69578673,-0.00563845,0.00354575,0.20315641,0.00728537
65.99574583,1.03634570,-2.70168302,-0.00805424,0.00309538,0.17735196,-0.00376807
66.16241870,0.96058797,-2.70568240,-0.00624645,0.00317238,0.18176426,0.00457767
66.16241870,0.85960297,-2.71148898,-0.00853713,0.00284504,0.16300856,-0.00756432
66.32909157,0.78382999,-2.71517220,-0.00642711,0.00320505,0.18363573,0.00407710
66.32909157,0.68285314,-2.72111325,-0.00884532,0.00277446,0.15896509,-0.01016007
66.49576443,0.60706201,-2.72451792,-0.00646086,0.00338291,0.19382637,0.00441630
66.49576443,0.53133397,-2.72906395,-0.00837798,0.00296281,0.16975679,-0.00616500
66.66243730,0.43030265,-2.73396913,-0.00660549,0.00343822,0.19699558,0.00407625
66.66243730,0.35457578,-2.73851739,-0.00852446,0.00301384,0.17268011,-0.00726209
66.82911017,0.25356327,-2.74380205,-0.00713401,0.00314902,0.18042554,0.00125394
66.82911017,0.17782367,-2.74815218,-0.00884260,0.00291871,0.16722962,-0.01004657
66.99578303,0.10203039,-2.75155679,-0.00644856,0.00351785,0.20155815,0.00481700
67.16245590,0.00105344,-2.75749841,-0.00572070,0.00306033,0.17534388,0.00425309
67.16245590,-0.07470240,-2.76157788,-0.00716859,0.00305866,0.17524826,-0.00151445
67.16245590,-0.15045600,-2.76569159,-0.00864931,0.00303935,0.17414177,-0.01322948
1 distance_m current_x_m current_y_m lateral_error_m heading_error_rad heading_error_deg yaw_command
2 0.00000000 28.56646335 -1.19859079 0.02345768 -0.10932256 -6.26372133 -0.07003732
3 0.19863752 28.46474664 -1.20591851 0.01268629 -0.10083963 -5.77768507 -0.06096929
4 0.19863752 28.38858377 -1.21166260 0.01714547 -0.09514643 -5.45148890 -0.06643300
5 0.39727504 28.28688691 -1.21824328 0.00862984 -0.08713223 -4.99230894 -0.05104764
6 0.39727504 28.21095705 -1.22417406 0.01199382 -0.08252694 -4.72844507 -0.06024665
7 0.59591256 28.13481072 -1.22900271 0.00353262 -0.07716991 -4.42151003 -0.04338651
8 0.59591256 28.03342702 -1.23561324 0.00843357 -0.07085372 -4.05961929 -0.04873215
9 0.79455007 27.95780939 -1.24082824 0.00096598 -0.06655361 -3.81324071 -0.03607409
10 0.79455007 27.85716703 -1.24767869 0.00461431 -0.06117870 -3.50528114 -0.04412906
11 0.79455007 27.78167224 -1.25261968 0.00684796 -0.05729367 -3.28268527 -0.05160793
12 0.99318759 27.68083063 -1.25870304 0.00225407 -0.05188514 -2.97279959 -0.03475107
13 0.99318759 27.60524499 -1.26394158 0.00362834 -0.04882242 -2.79731837 -0.04473574
14 1.19182511 27.52956079 -1.26814266 -0.00028327 -0.04490711 -2.57298764 -0.02603992
15 1.19182511 27.42877571 -1.27482636 0.00125056 -0.04130222 -2.36644272 -0.03670650
16 1.39046263 27.35313046 -1.27916430 -0.00185610 -0.03812553 -2.18443183 -0.02107271
17 1.39046263 27.27750029 -1.28355162 -0.00046365 -0.03527380 -2.02104005 -0.02465456
18 1.39046263 27.17668762 -1.28988059 0.00031061 -0.03224899 -1.84773083 -0.03743107
19 1.58910015 27.10082761 -1.29347526 -0.00110330 -0.02919484 -1.67274138 -0.01559221
20 1.58910015 26.99978768 -1.29983920 -0.00082979 -0.02716853 -1.55664183 -0.02719086
21 1.78773767 26.92368906 -1.30354677 -0.00169360 -0.02486659 -1.42475087 -0.01026830
22 1.78773767 26.84775450 -1.30801974 -0.00143416 -0.02350236 -1.34658619 -0.01548666
23 1.98637519 26.74649998 -1.31380301 -0.00236477 -0.02163888 -1.23981667 -0.00748300
24 1.98637519 26.67063659 -1.31787472 -0.00192557 -0.02020599 -1.15771780 -0.01009691
25 2.18501271 26.56972723 -1.32381939 -0.00272810 -0.01887299 -1.08134262 -0.00460687
26 2.18501271 26.49412962 -1.32802287 -0.00261758 -0.01759244 -1.00797273 -0.00766021
27 2.18501271 26.41857179 -1.33285068 -0.00329297 -0.01692869 -0.96994224 -0.01756218
28 2.38365022 26.31771760 -1.33775485 -0.00277696 -0.01479722 -0.84781846 -0.00329162
29 2.38365022 26.24217063 -1.34264021 -0.00369981 -0.01436879 -0.82327076 -0.01230338
30 2.58228774 26.14134542 -1.34789067 -0.00326729 -0.01274349 -0.73014796 -0.00191630
31 2.58228774 26.06577966 -1.35248097 -0.00404172 -0.01220275 -0.69916622 -0.00850308
32 2.78092526 25.96497825 -1.35805910 -0.00373105 -0.01104404 -0.63277678 -0.00114875
33 2.78092526 25.88937269 -1.36206153 -0.00402859 -0.01010896 -0.57920078 -0.00391785
34 2.78092526 25.78860293 -1.36803709 -0.00523115 -0.00947119 -0.54265926 -0.01719501
35 2.97956278 25.71295288 -1.37140784 -0.00369093 -0.00807740 -0.46280069 0.00112223
36 2.97956278 25.63740953 -1.37630569 -0.00512041 -0.00809575 -0.46385254 -0.00896194
37 3.17820030 25.53658466 -1.38143455 -0.00399347 -0.00690128 -0.39541405 0.00162320
38 3.17820030 25.46100731 -1.38580205 -0.00498851 -0.00654961 -0.37526499 -0.00418113
39 3.17820030 25.38543100 -1.39026677 -0.00612566 -0.00628449 -0.36007465 -0.01597075
40 3.37683782 25.28459960 -1.39521876 -0.00470904 -0.00512530 -0.29365789 0.00018555
41 3.37683782 25.20904223 -1.39996001 -0.00620053 -0.00519492 -0.29764672 -0.01161890
42 3.57547534 25.10820380 -1.40480385 -0.00454322 -0.00401760 -0.23019177 0.00275899
43 3.57547534 25.03265451 -1.40960201 -0.00617088 -0.00421048 -0.24124302 -0.00779066
44 3.77411286 24.93180318 -1.41469525 -0.00465417 -0.00333883 -0.19130067 0.00314310
45 3.77411286 24.85622223 -1.41946868 -0.00631029 -0.00356962 -0.20452392 -0.00637659
46 3.97275037 24.78058558 -1.42342968 -0.00463569 -0.00307394 -0.17612399 0.00339210
47 3.97275037 24.67976140 -1.42895355 -0.00604076 -0.00270368 -0.15490942 -0.00276634
48 3.97275037 24.60416257 -1.43329316 -0.00732922 -0.00256611 -0.14702739 -0.01379676
49 4.17138789 24.50329921 -1.43816474 -0.00545687 -0.00163127 -0.09346504 0.00196484
50 4.17138789 24.42771298 -1.44285041 -0.00714713 -0.00186039 -0.10659267 -0.00933025
51 4.37002541 24.32683751 -1.44753184 -0.00499035 -0.00079848 -0.04574934 0.00503230
52 4.37002541 24.25126623 -1.45233596 -0.00686114 -0.00118972 -0.06816602 -0.00524295
53 4.56866293 24.17563707 -1.45631744 -0.00493131 -0.00083329 -0.04774376 0.00458425
54 4.56866293 24.07480885 -1.46161930 -0.00634493 -0.00042654 -0.02443915 -0.00055840
55 4.56866293 23.99920979 -1.46606278 -0.00788922 -0.00052096 -0.02984866 -0.01326242
56 4.76730045 23.89835249 -1.47088514 -0.00577802 0.00027918 0.01599557 0.00340783
57 4.76730045 23.82279065 -1.47558020 -0.00760988 -0.00010444 -0.00598398 -0.00877943
58 4.96593797 23.72195878 -1.48032063 -0.00535975 0.00068639 0.03932750 0.00557735
59 4.96593797 23.64640820 -1.48503856 -0.00725036 0.00022672 0.01299029 -0.00491678
60 5.16457549 23.57080020 -1.48892921 -0.00506452 0.00052117 0.02986085 0.00563976
61 5.16457549 23.49522310 -1.49328082 -0.00659808 0.00038742 0.02219738 -0.00046484
62 5.36321301 23.39442412 -1.49885104 -0.00513814 0.00052141 0.02987451 0.00498406
63 5.36321301 23.31881879 -1.50274047 -0.00620290 0.00084137 0.04820674 0.00203637
64 5.36321301 23.21804026 -1.50858024 -0.00830671 0.00070690 0.04050229 -0.01222759
65 5.56185052 23.14239148 -1.51184828 -0.00542406 0.00156664 0.08976161 0.00609561
66 5.56185052 23.04163994 -1.51807369 -0.00796652 0.00103043 0.05903942 -0.00799743
67 5.76048804 22.96600168 -1.52159682 -0.00529531 0.00165723 0.09495256 0.00619404
68 5.76048804 22.86523223 -1.52746839 -0.00751468 0.00139474 0.07991248 -0.00388293
69 5.95912556 22.78961681 -1.53143258 -0.00526118 0.00161575 0.09257565 0.00578143
70 5.95912556 22.68879641 -1.53669395 -0.00687833 0.00185846 0.10648192 0.00059973
71 5.95912556 22.61317896 -1.54107078 -0.00851913 0.00166057 0.09514380 -0.01188065
72 6.15776308 22.53749700 -1.54430162 -0.00549126 0.00246071 0.14098803 0.00725364
73 6.15776308 22.43670777 -1.55055134 -0.00813220 0.00178884 0.10249308 -0.00768760
74 6.35640060 22.36103863 -1.55406442 -0.00536661 0.00234507 0.13436275 0.00696714
75 6.35640060 22.26023476 -1.56001777 -0.00772565 0.00192116 0.11007459 -0.00421783
76 6.55503812 22.18458145 -1.56384623 -0.00526856 0.00219654 0.12585233 0.00658710
77 6.55503812 22.10893894 -1.56763739 -0.00636690 0.00246118 0.14101535 0.00401829
78 6.75367564 22.00812237 -1.57356316 -0.00510934 0.00207637 0.11896750 0.00651151
79 6.75367564 21.93249075 -1.57759039 -0.00643324 0.00214957 0.12316124 0.00281176
80 6.75367564 21.85688392 -1.58210784 -0.00823663 0.00180911 0.10365422 -0.00781136
81 6.95231315 21.75599736 -1.58678319 -0.00572145 0.00253748 0.14538667 0.00600054
82 6.95231315 21.68040763 -1.59147223 -0.00772805 0.00201915 0.11568901 -0.00383166
83 7.15095067 21.57952670 -1.59634944 -0.00538967 0.00257419 0.14749037 0.00679705
84 7.15095067 21.50391325 -1.60056259 -0.00693802 0.00245069 0.14041429 0.00125476
85 7.34958819 21.40307455 -1.60611011 -0.00527024 0.00239323 0.13712214 0.00647742
86 7.34958819 21.32742383 -1.60976063 -0.00623820 0.00276827 0.15860992 0.00483633
87 7.34958819 21.25182834 -1.61441763 -0.00821457 0.00226663 0.12986848 -0.00694462
88 7.54822571 21.15093371 -1.61901423 -0.00558187 0.00302957 0.17358169 0.00754956
89 7.54822571 21.07532602 -1.62374822 -0.00766134 0.00242876 0.13915754 -0.00271954
90 7.74686323 20.97441978 -1.62868231 -0.00534988 0.00288676 0.16539913 0.00762103
91 7.74686323 20.89879034 -1.63296715 -0.00699034 0.00269436 0.15437520 0.00152865
92 7.94550075 20.79791114 -1.63858220 -0.00536824 0.00258540 0.14813241 0.00656839
93 7.94550075 20.72224267 -1.64242175 -0.00654308 0.00280450 0.16068630 0.00364800
94 8.14413827 20.62138194 -1.64826216 -0.00515882 0.00249027 0.14268192 0.00667845
95 8.14413827 20.54572411 -1.65228991 -0.00651370 0.00255583 0.14643852 0.00298803
96 8.14413827 20.47009015 -1.65681277 -0.00835233 0.00220488 0.12633044 -0.00762590
97 8.34277579 20.36916736 -1.66149105 -0.00579935 0.00292467 0.16757113 0.00610990
98 8.34277579 20.29354927 -1.66618051 -0.00783535 0.00240062 0.13754562 -0.00369621
99 8.54141330 20.21787669 -1.67006314 -0.00537362 0.00261687 0.14993558 0.00619427
100 8.54141330 20.11700521 -1.67543048 -0.00719278 0.00268553 0.15386977 0.00031162
101 8.54141330 20.04135819 -1.67968214 -0.00877766 0.00256156 0.14676637 -0.01100121
102 8.74005082 19.94048898 -1.68444724 -0.00630371 0.00311898 0.17870434 0.00500770
103 8.74005082 19.86489912 -1.68907831 -0.00828008 0.00259184 0.14850124 -0.00658281
104 8.93868834 19.76400814 -1.69366234 -0.00560275 0.00333403 0.19102600 0.00780648
105 8.93868834 19.68843540 -1.69846013 -0.00777020 0.00270890 0.15520848 -0.00279168
106 9.13732586 19.61280077 -1.70247059 -0.00541088 0.00281547 0.16131467 0.00651123
107 9.13732586 19.51197483 -1.70789760 -0.00731119 0.00284122 0.16278999 0.00003403
108 9.13732586 19.43635146 -1.71215309 -0.00891206 0.00272535 0.15615105 -0.01215190
109 9.33596338 19.33549227 -1.71709262 -0.00660265 0.00318192 0.18231068 0.00391010
110 9.33596338 19.25989259 -1.72168217 -0.00854376 0.00275205 0.15768101 -0.00830035
111 9.53460090 19.15899152 -1.72608246 -0.00566920 0.00369452 0.21168049 0.00837884
112 9.53460090 19.08341226 -1.73093119 -0.00790483 0.00299953 0.17186049 -0.00306877
113 9.73323842 19.00777145 -1.73494048 -0.00551081 0.00308775 0.17691483 0.00669221
114 9.73323842 18.90696716 -1.74096012 -0.00801713 0.00259946 0.14893837 -0.00432842
115 9.93187594 18.83129803 -1.74476943 -0.00545283 0.00286459 0.16412871 0.00609779
116 9.93187594 18.73041129 -1.74992231 -0.00708297 0.00307273 0.17605422 0.00150498
117 9.93187594 18.65476639 -1.75429532 -0.00880684 0.00280450 0.16068630 -0.01047960
118 10.13051345 18.57905839 -1.75754093 -0.00564871 0.00352262 0.20183136 0.00766664
119 10.13051345 18.47822856 -1.76375525 -0.00836259 0.00279759 0.16029015 -0.00660780
120 10.32915097 18.40253221 -1.76729171 -0.00549580 0.00327252 0.18750162 0.00726346
121 10.32915097 18.30169251 -1.77321973 -0.00792354 0.00279807 0.16031747 -0.00350979
122 10.52778849 18.22601755 -1.77708801 -0.00540279 0.00298570 0.17106818 0.00666869
123 10.52778849 18.15035163 -1.78088170 -0.00656076 0.00320266 0.18349913 0.00402863
124 10.52778849 18.04949324 -1.78671848 -0.00887403 0.00283598 0.16248947 -0.01144697
125 10.72642601 17.97379347 -1.79005512 -0.00581319 0.00346945 0.19878509 0.00723719
126 10.72642601 17.89818175 -1.79480269 -0.00793617 0.00284456 0.16298124 -0.00355151
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701 61.82435794 5.33007648 -2.47090791 -0.00569735 0.00365757 0.20956313 0.00633571
702 61.82435794 5.25406845 -2.47449822 -0.00669127 0.00403999 0.23147438 0.00477748
703 61.82435794 5.15281535 -2.48054559 -0.00926481 0.00346612 0.19859385 -0.01296939
704 62.02299546 5.07682011 -2.48365210 -0.00588412 0.00429152 0.24588608 0.00820322
705 62.02299546 5.00094579 -2.48845932 -0.00811192 0.00355719 0.20381211 -0.00316158
706 62.22163298 4.89991503 -2.49361197 -0.00592272 0.00370883 0.21250011 0.00649872
707 62.22163298 4.82420126 -2.49837374 -0.00808525 0.00308274 0.17662796 -0.00380016
708 62.42027050 4.72317019 -2.50330309 -0.00569489 0.00353836 0.20273294 0.00656277
709 62.42027050 4.64743828 -2.50771475 -0.00750958 0.00321220 0.18404554 -0.00045636
710 62.42027050 4.57170167 -2.51196060 -0.00912411 0.00306939 0.17586298 -0.01212753
711 62.61890802 4.47067815 -2.51689672 -0.00676726 0.00349163 0.20005551 0.00332600
712 62.61890802 4.39495928 -2.52151726 -0.00876034 0.00300835 0.17236592 -0.00874993
713 62.81754553 4.29391620 -2.52611430 -0.00604927 0.00374674 0.21467211 0.00635297
714 62.81754553 4.21820380 -2.53086874 -0.00820079 0.00312685 0.17915513 -0.00449732
715 63.01618305 4.11717106 -2.53570035 -0.00570826 0.00367068 0.21031445 0.00699751
716 63.01618305 4.04142698 -2.53993841 -0.00735805 0.00348686 0.19978230 0.00091925
717 63.01618305 3.96569558 -2.54436446 -0.00915632 0.00317548 0.18194185 -0.01274879
718 63.21482057 3.86465984 -2.54914258 -0.00663496 0.00372623 0.21349732 0.00459122
719 63.21482057 3.78894216 -2.55383904 -0.00871057 0.00316166 0.18114954 -0.00844058
720 63.41345809 3.71315802 -2.55730840 -0.00573114 0.00370072 0.21203566 0.00717975
721 63.41345809 3.61218367 -2.56328301 -0.00823659 0.00318621 0.18255656 -0.00473780
722 63.61209561 3.53642006 -2.56713935 -0.00565428 0.00338863 0.19415422 0.00646025
723 63.61209561 3.46067970 -2.57147374 -0.00738147 0.00313901 0.17985181 0.00005246
724 63.81073313 3.35967053 -2.57695493 -0.00557185 0.00311159 0.17828086 0.00590902
725 63.81073313 3.28390148 -2.58078522 -0.00677058 0.00330876 0.18957800 0.00297450
726 63.81073313 3.18291349 -2.58661849 -0.00909186 0.00296234 0.16972947 -0.01219065
727 64.00937065 3.10711840 -2.58996312 -0.00601393 0.00359892 0.20620268 0.00621063
728 64.00937065 3.03139910 -2.59472111 -0.00815951 0.00297688 0.17056275 -0.00451161
729 64.20800816 2.93035845 -2.59954401 -0.00567034 0.00352882 0.20218653 0.00688229
730 64.20800816 2.85462011 -2.60394729 -0.00747328 0.00320648 0.18371769 -0.00022281
731 64.40664568 2.75361246 -2.60939493 -0.00562133 0.00320290 0.18351279 0.00609946
732 64.40664568 2.67782830 -2.61296241 -0.00656445 0.00361990 0.20740479 0.00468045
733 64.40664568 2.57685369 -2.61901720 -0.00911475 0.00305604 0.17509800 -0.01278558
734 64.60528320 2.50105435 -2.62228052 -0.00594890 0.00376319 0.21561468 0.00707780
735 64.60528320 2.42532585 -2.62702887 -0.00808994 0.00313686 0.17972886 -0.00389494
736 64.80392072 2.32426940 -2.63193680 -0.00568002 0.00360273 0.20642124 0.00728792
737 64.80392072 2.24851945 -2.63637797 -0.00752151 0.00324296 0.18580773 -0.00033908
738 65.00255824 2.14749099 -2.64174818 -0.00558316 0.00330495 0.18935943 0.00665918
739 65.00255824 2.07173770 -2.64609898 -0.00731979 0.00304245 0.17431935 0.00021204
740 65.00255824 1.99598619 -2.65047025 -0.00903854 0.00279783 0.16030381 -0.01204545
741 65.20119576 1.89492331 -2.65510627 -0.00640084 0.00349592 0.20030139 0.00498385
742 65.20119576 1.81919625 -2.65982370 -0.00848679 0.00292061 0.16733890 -0.00707470
743 65.39983328 1.71814820 -2.66466112 -0.00603031 0.00345324 0.19785619 0.00596800
744 65.39983328 1.64242203 -2.66941538 -0.00816116 0.00284742 0.16314516 -0.00478383
745 65.59847080 1.56664611 -2.67323202 -0.00557324 0.00309991 0.17761151 0.00609279
746 65.59847080 1.46563081 -2.67862057 -0.00745705 0.00311755 0.17862237 -0.00028753
747 65.59847080 1.38988161 -2.68293293 -0.00912447 0.00292205 0.16742086 -0.01303278
748 65.79710831 1.28883219 -2.68764593 -0.00656031 0.00353883 0.20276026 0.00459039
749 65.79710831 1.21311247 -2.69234249 -0.00862364 0.00297927 0.17069935 -0.00818863
750 65.99574583 1.13732538 -2.69578673 -0.00563845 0.00354575 0.20315641 0.00728537
751 65.99574583 1.03634570 -2.70168302 -0.00805424 0.00309538 0.17735196 -0.00376807
752 66.16241870 0.96058797 -2.70568240 -0.00624645 0.00317238 0.18176426 0.00457767
753 66.16241870 0.85960297 -2.71148898 -0.00853713 0.00284504 0.16300856 -0.00756432
754 66.32909157 0.78382999 -2.71517220 -0.00642711 0.00320505 0.18363573 0.00407710
755 66.32909157 0.68285314 -2.72111325 -0.00884532 0.00277446 0.15896509 -0.01016007
756 66.49576443 0.60706201 -2.72451792 -0.00646086 0.00338291 0.19382637 0.00441630
757 66.49576443 0.53133397 -2.72906395 -0.00837798 0.00296281 0.16975679 -0.00616500
758 66.66243730 0.43030265 -2.73396913 -0.00660549 0.00343822 0.19699558 0.00407625
759 66.66243730 0.35457578 -2.73851739 -0.00852446 0.00301384 0.17268011 -0.00726209
760 66.82911017 0.25356327 -2.74380205 -0.00713401 0.00314902 0.18042554 0.00125394
761 66.82911017 0.17782367 -2.74815218 -0.00884260 0.00291871 0.16722962 -0.01004657
762 66.99578303 0.10203039 -2.75155679 -0.00644856 0.00351785 0.20155815 0.00481700
763 67.16245590 0.00105344 -2.75749841 -0.00572070 0.00306033 0.17534388 0.00425309
764 67.16245590 -0.07470240 -2.76157788 -0.00716859 0.00305866 0.17524826 -0.00151445
765 67.16245590 -0.15045600 -2.76569159 -0.00864931 0.00303935 0.17414177 -0.01322948

770
U_turn_0.32_stanley.csv Normal file
View File

@ -0,0 +1,770 @@
distance_m,current_x_m,current_y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command
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0.19863752,28.44912456,-1.21549381,0.00528971,-0.08972765,-5.14101582,-0.05777456
0.19863752,28.37294536,-1.22028982,0.00974901,-0.08404042,-4.81516116,-0.05412000
0.39727504,28.27150500,-1.22708115,0.00191465,-0.07727743,-4.42767086,-0.05269346
0.39727504,28.19547841,-1.23210038,0.00535954,-0.07250549,-4.15425839,-0.05409889
0.59591256,28.09403226,-1.23809381,-0.00043519,-0.06601859,-3.78258682,-0.04488601
0.59591256,28.01808069,-1.24287358,0.00250722,-0.06185056,-3.54377608,-0.04654601
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0.99318759,27.58986174,-1.26884248,-0.00048880,-0.04110552,-2.35517290,-0.03940695
1.19182511,27.51417946,-1.27283005,-0.00332094,-0.03757883,-2.15310859,-0.02453898
1.19182511,27.41337370,-1.27905253,-0.00210779,-0.03425647,-1.96275121,-0.03270298
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56.85205622,9.93101869,-2.22368510,-0.00897138,0.00278352,0.15948418,-0.01430598
57.05069374,9.85518661,-2.22660514,-0.00547085,0.00379180,0.21725392,0.01053254
57.05069374,9.75414669,-2.23321481,-0.00858330,0.00273560,0.15673845,-0.01124013
57.24933125,9.67827382,-2.23641531,-0.00536005,0.00352667,0.20206358,0.01031558
57.24933125,9.60252764,-2.24090362,-0.00724824,0.00314997,0.18048018,-0.00108892
57.44796877,9.50179388,-2.24638769,-0.00543487,0.00329374,0.18871739,0.00903437
57.44796877,9.42624269,-2.25008855,-0.00652413,0.00372933,0.21367490,0.00433894
57.44796877,9.32551166,-2.25612966,-0.00909506,0.00330280,0.18923649,-0.01428316
57.64660629,9.25001346,-2.25951453,-0.00602463,0.00408696,0.23416547,0.00757571
57.64660629,9.17444578,-2.26435252,-0.00828744,0.00343584,0.19685898,-0.00773284
57.84524381,9.07373037,-2.26908880,-0.00566292,0.00431536,0.24725211,0.00954150
57.84524381,8.99821169,-2.27362538,-0.00766294,0.00392102,0.22465785,-0.00262826
58.04388133,8.89747667,-2.27895185,-0.00560498,0.00423192,0.24247098,0.00914936
58.04388133,8.82192155,-2.28286493,-0.00698158,0.00449537,0.25756570,0.00256240
58.04388133,8.74640734,-2.28742119,-0.00899325,0.00409173,0.23443868,-0.01170271
58.24251885,8.64568352,-2.29186036,-0.00602764,0.00527118,0.30201657,0.00940914
58.24251885,8.57025235,-2.29673960,-0.00841152,0.00445818,0.25543468,-0.00669231
58.44115637,8.46977644,-2.30161284,-0.00585674,0.00497411,0.28499574,0.00935393
58.44115637,8.39436172,-2.30654179,-0.00828588,0.00413417,0.23687023,-0.00659355
58.63979388,8.29374601,-2.31151050,-0.00583125,0.00480651,0.27539249,0.00858793
58.63979388,8.21832174,-2.31584288,-0.00767374,0.00456356,0.26147257,-0.00191554
58.63979388,8.14288274,-2.32013978,-0.00945285,0.00443386,0.25404132,-0.01458480
58.83843140,8.04224887,-2.32501889,-0.00691462,0.00509857,0.29212646,0.00351253
58.83843140,7.96681927,-2.32965915,-0.00905584,0.00455450,0.26095347,-0.01126704
59.03706892,7.89133614,-2.33314204,-0.00591039,0.00527762,0.30238540,0.00878431
59.03706892,7.79063839,-2.33928215,-0.00875302,0.00467204,0.26768804,-0.00894530
59.23570644,7.71516311,-2.34301338,-0.00584777,0.00513528,0.29423016,0.00828769
59.23570644,7.61448368,-2.34853124,-0.00807701,0.00511120,0.29285046,-0.00369611
59.23570644,7.53897517,-2.35276083,-0.00983427,0.00506376,0.29013204,-0.01627908
59.43434396,7.46343311,-2.35569108,-0.00608268,0.00615214,0.35249167,0.00989259
59.43434396,7.36285001,-2.36239882,-0.00953510,0.00510095,0.29226306,-0.01380186
59.63298148,7.28709817,-2.36522562,-0.00564867,0.00611614,0.35042895,0.01175219
59.63298148,7.21135036,-2.36952400,-0.00753846,0.00570201,0.32670087,0.00122412
59.83161900,7.11034951,-2.37503060,-0.00552182,0.00544284,0.31185204,0.01096911
59.83161900,7.03458344,-2.37885850,-0.00689865,0.00548242,0.31411967,0.00466789
60.03025652,6.93360439,-2.38478250,-0.00536025,0.00488113,0.27966819,0.01067101
60.03025652,6.85783561,-2.38855918,-0.00664049,0.00500582,0.28681257,0.00505445
60.03025652,6.75685823,-2.39454965,-0.00927034,0.00438546,0.25126827,-0.01325003
60.22889403,6.68105721,-2.39770904,-0.00582736,0.00508522,0.29136148,0.00980379
60.22889403,6.60535527,-2.40276462,-0.00837448,0.00411152,0.23557249,-0.00723233
60.42753155,6.50429969,-2.40721937,-0.00539000,0.00488328,0.27979114,0.01161124
60.42753155,6.42856439,-2.41169874,-0.00737121,0.00439857,0.25201959,0.00002587
60.62616907,6.32755920,-2.41714539,-0.00541023,0.00430201,0.24648713,0.01017357
60.62616907,6.25178178,-2.42075915,-0.00648294,0.00460170,0.26365823,0.00588373
60.62616907,6.17605767,-2.42566378,-0.00882022,0.00378441,0.21683045,-0.01099504
60.82480659,6.07461180,-2.42981435,-0.00556785,0.00480627,0.27537883,0.01156852
60.82480659,5.99861902,-2.43499138,-0.00819089,0.00375675,0.21524585,-0.00642836
61.02344411,5.89718971,-2.43966566,-0.00546422,0.00439190,0.25163710,0.01100085
61.02344411,5.82118707,-2.44436083,-0.00760573,0.00376986,0.21599717,-0.00242136
61.22208163,5.74516737,-2.44856142,-0.00531416,0.00364469,0.20882547,0.00979507
61.22208163,5.64381600,-2.45407002,-0.00736103,0.00352548,0.20199528,-0.00141109
61.22208163,5.56782221,-2.45844298,-0.00910915,0.00326751,0.18721475,-0.01435101
61.42071915,5.46645516,-2.46331232,-0.00665196,0.00372933,0.21367490,0.00331229
61.42071915,5.39049601,-2.46806918,-0.00878597,0.00312446,0.17901852,-0.01200983
61.61935667,5.31445273,-2.47113215,-0.00536499,0.00401925,0.23028592,0.01082216
61.61935667,5.21319858,-2.47747590,-0.00825727,0.00316905,0.18157301,-0.00801107
61.81799418,5.13721687,-2.48110098,-0.00541773,0.00357817,0.20501422,0.00943621
61.81799418,5.03596100,-2.48641900,-0.00727151,0.00361608,0.20718622,-0.00044175
61.81799418,4.96014692,-2.49079888,-0.00902463,0.00322984,0.18505641,-0.01390237
62.01663170,4.88434281,-2.49377442,-0.00553986,0.00417780,0.23937008,0.01094815
62.01663170,4.78340543,-2.50041182,-0.00870648,0.00307249,0.17604056,-0.01157295
62.21526922,4.70760237,-2.50353138,-0.00537007,0.00391577,0.22435732,0.01103846
62.21526922,4.63187592,-2.50801792,-0.00728109,0.00349020,0.19997354,-0.00059275
62.41390674,4.53088470,-2.51354274,-0.00548440,0.00341676,0.19576615,0.00915308
62.41390674,4.45512213,-2.51733340,-0.00667064,0.00362967,0.20796487,0.00347671
62.61254426,4.35415074,-2.52326390,-0.00530303,0.00319432,0.18302102,0.00952360
62.61254426,4.27838562,-2.52702858,-0.00644089,0.00344824,0.19756932,0.00429678
62.61254426,4.20267464,-2.53181259,-0.00858987,0.00283097,0.16220260,-0.01109388
62.81118178,4.10162095,-2.53625353,-0.00572907,0.00371455,0.21282796,0.00879795
62.81118178,4.02591713,-2.54128404,-0.00815031,0.00286149,0.16395113,-0.00778328
63.00981930,3.92486730,-2.54579774,-0.00534304,0.00370215,0.21211762,0.01064990
63.00981930,3.84914963,-2.55048674,-0.00744329,0.00312756,0.17919611,-0.00247115
63.20845682,3.74813821,-2.55573356,-0.00538131,0.00332140,0.19030200,0.00943040
63.20845682,3.67236054,-2.55931707,-0.00634868,0.00372027,0.21315581,0.00555680
63.20845682,3.59665534,-2.56426064,-0.00866088,0.00294708,0.16885520,-0.01145901
63.40709433,3.49558608,-2.56845647,-0.00554642,0.00403927,0.23143340,0.01073573
63.40709433,3.41988820,-2.57361714,-0.00810671,0.00304006,0.17418275,-0.00711766
63.60573185,3.31883339,-2.57822430,-0.00539010,0.00377511,0.21629770,0.01075624
63.60573185,3.24309913,-2.58270569,-0.00728518,0.00336097,0.19256962,-0.00083138
63.60573185,3.16736349,-2.58715851,-0.00909695,0.00302910,0.17355437,-0.01503930
63.80436937,3.06632143,-2.59198453,-0.00664016,0.00352787,0.20213188,0.00354069
63.80436937,2.99060316,-2.59676083,-0.00877305,0.00290273,0.16631437,-0.01249093
64.00300689,2.88956810,-2.60168915,-0.00642167,0.00333308,0.19097136,0.00427631
64.00300689,2.81385344,-2.60652974,-0.00861525,0.00266408,0.15264033,-0.01160501
64.20164441,2.73804655,-2.60968745,-0.00535597,0.00349568,0.20028773,0.01025102
64.20164441,2.63707539,-2.61580446,-0.00798744,0.00285576,0.16362328,-0.00661623
64.40028193,2.56130031,-2.61955399,-0.00532552,0.00316666,0.18143641,0.00954696
64.40028193,2.48553197,-2.62342727,-0.00657302,0.00331663,0.19002879,0.00338898
64.40028193,2.38453793,-2.62941097,-0.00903288,0.00284957,0.16326811,-0.01477164
64.59891945,2.30870250,-2.63226378,-0.00546397,0.00392102,0.22465785,0.01102357
64.59891945,2.23299264,-2.63745204,-0.00804499,0.00290536,0.16646464,-0.00692061
64.79755696,2.13192400,-2.64211966,-0.00540127,0.00360202,0.20638026,0.01039162
64.79755696,2.05617221,-2.64657775,-0.00726128,0.00322031,0.18451000,-0.00094103
64.99619448,1.95514606,-2.65198246,-0.00536101,0.00326060,0.18681860,0.00969538
64.99619448,1.87937249,-2.65586618,-0.00662757,0.00339745,0.19465966,0.00336424
64.99619448,1.80364910,-2.66065048,-0.00876072,0.00277709,0.15911535,-0.01262917
65.19483200,1.70260830,-2.66560067,-0.00644197,0.00320362,0.18355377,0.00390003
65.19483200,1.62688631,-2.67039944,-0.00858825,0.00258182,0.14792750,-0.01153973
65.39346952,1.52581445,-2.67476985,-0.00567496,0.00353693,0.20265098,0.00885812
65.39346952,1.45010847,-2.67983886,-0.00812261,0.00265573,0.15216222,-0.00794375
65.59210704,1.37432545,-2.68347472,-0.00536008,0.00307869,0.17639573,0.00917521
65.59210704,1.27332130,-2.68900924,-0.00738668,0.00296067,0.16963384,-0.00236980
65.59210704,1.19757925,-2.69328500,-0.00901106,0.00281237,0.16113709,-0.01463574
65.79074456,1.09654054,-2.69808892,-0.00654607,0.00335144,0.19202320,0.00363122
65.79074456,1.02082384,-2.70286690,-0.00867674,0.00273966,0.15697067,-0.01197515
65.95741742,0.94503422,-2.70631527,-0.00633720,0.00330638,0.18944139,0.00465159
65.95741742,0.84405581,-2.71224532,-0.00875261,0.00287913,0.16496199,-0.01235342
66.12409029,0.76826349,-2.71555400,-0.00626474,0.00355266,0.20355256,0.00570549
66.29076316,0.66729461,-2.72160132,-0.00564811,0.00300597,0.17222932,0.00753231
66.29076316,0.59153365,-2.72550477,-0.00691477,0.00315426,0.18072607,0.00095275
66.29076316,0.51580250,-2.72996675,-0.00873053,0.00283002,0.16214796,-0.01224730
66.45743602,0.41476404,-2.73473816,-0.00684057,0.00341056,0.19541098,0.00202819
66.45743602,0.33903583,-2.73926359,-0.00873015,0.00301360,0.17266645,-0.01194175
66.62410889,0.23800997,-2.74428007,-0.00707638,0.00336765,0.19295211,0.00050832
66.79078176,0.16227285,-2.74867819,-0.00566814,0.00308489,0.17675090,0.00761314
66.79078176,0.06127201,-2.75417058,-0.00765291,0.00302147,0.17311724,-0.00399552
66.95745462,-0.01448586,-2.75816030,-0.00583921,0.00311564,0.17851309,0.00411441
66.95745462,-0.09026888,-2.76168272,-0.00673798,0.00358485,0.20539671,-0.00000858
67.12412749,-0.19127627,-2.76706833,-0.00541019,0.00360678,0.20665347,-0.01498404
67.12412749,-0.26711372,-2.76955433,-0.00533070,0.00495647,0.28398487,-0.01406899
67.29080036,-0.34296248,-2.77178776,-0.00148456,0.00642871,0.36833771,-0.01190396
1 distance_m current_x_m current_y_m lateral_error_m heading_error_rad heading_error_deg yaw_command
2 0.00000000 28.62685273 -1.20364789 0.00945646 -0.10377289 -5.94574871 -0.06253354
3 0.19863752 28.52531592 -1.21029591 0.00035890 -0.09543849 -5.46822286 -0.05857789
4 0.19863752 28.44912456 -1.21549381 0.00528971 -0.08972765 -5.14101582 -0.05777456
5 0.19863752 28.37294536 -1.22028982 0.00974901 -0.08404042 -4.81516116 -0.05412000
6 0.39727504 28.27150500 -1.22708115 0.00191465 -0.07727743 -4.42767086 -0.05269346
7 0.39727504 28.19547841 -1.23210038 0.00535954 -0.07250549 -4.15425839 -0.05409889
8 0.59591256 28.09403226 -1.23809381 -0.00043519 -0.06601859 -3.78258682 -0.04488601
9 0.59591256 28.01808069 -1.24287358 0.00250722 -0.06185056 -3.54377608 -0.04654601
10 0.79455007 27.94250306 -1.24750707 -0.00335501 -0.05761219 -3.30093554 -0.03825459
11 0.79455007 27.86698494 -1.25205731 -0.00066904 -0.05360533 -3.07135922 -0.03932223
12 0.79455007 27.76631275 -1.25817350 0.00196883 -0.04878737 -2.79531029 -0.04331262
13 0.99318759 27.69067583 -1.26244287 -0.00216188 -0.04502965 -2.58000907 -0.03125872
14 0.99318759 27.58986174 -1.26884248 -0.00048880 -0.04110552 -2.35517290 -0.03940695
15 1.19182511 27.51417946 -1.27283005 -0.00332094 -0.03757883 -2.15310859 -0.02453898
16 1.19182511 27.41337370 -1.27905253 -0.00210779 -0.03425647 -1.96275121 -0.03270298
17 1.39046263 27.33772538 -1.28314876 -0.00417916 -0.03138472 -1.79821196 -0.01902940
18 1.39046263 27.23694245 -1.28940517 -0.00353426 -0.02874018 -1.64669104 -0.02875162
19 1.58910015 27.16125583 -1.29348842 -0.00488809 -0.02628113 -1.50579790 -0.01507802
20 1.58910015 27.08543100 -1.29749042 -0.00399145 -0.02416684 -1.38465766 -0.01735270
21 1.58910015 26.98432831 -1.30328141 -0.00368754 -0.02208544 -1.26540256 -0.02648564
22 1.78773767 26.90823020 -1.30672760 -0.00370913 -0.01991655 -1.14113410 -0.00734147
23 1.78773767 26.80709546 -1.31297581 -0.00418273 -0.01884843 -1.07993560 -0.02055974
24 1.98637519 26.73109095 -1.31664130 -0.00401368 -0.01713992 -0.98204533 -0.00402742
25 1.98637519 26.65530328 -1.32103953 -0.00425875 -0.01632406 -0.93529952 -0.01139384
26 1.98637519 26.57960115 -1.32529710 -0.00449898 -0.01542975 -0.88405944 -0.01941791
27 2.18501271 26.47877921 -1.33051445 -0.00423324 -0.01371909 -0.78604622 -0.00537438
28 2.18501271 26.40322536 -1.33533925 -0.00519221 -0.01330043 -0.76205860 -0.01794966
29 2.38365022 26.30236960 -1.34009324 -0.00420995 -0.01135827 -0.65078116 -0.00053904
30 2.38365022 26.22683105 -1.34508552 -0.00549194 -0.01124312 -0.64418320 -0.01426555
31 2.58228774 26.12597647 -1.34984058 -0.00427505 -0.00945903 -0.54196258 0.00246436
32 2.58228774 26.05042192 -1.35454271 -0.00541062 -0.00923015 -0.52884862 -0.00861991
33 2.78092526 25.97482948 -1.35880716 -0.00472306 -0.00861360 -0.49352288 0.00240402
34 2.78092526 25.87405520 -1.36459940 -0.00583865 -0.00798298 -0.45739118 -0.00843423
35 2.78092526 25.79845843 -1.36878595 -0.00661092 -0.00738145 -0.42292605 -0.01744643
36 2.97956278 25.69763485 -1.37380174 -0.00534611 -0.00619317 -0.35484272 -0.00158527
37 2.97956278 25.62207615 -1.37856068 -0.00677889 -0.00620414 -0.35547110 -0.01496873
38 3.17820030 25.52120374 -1.38290238 -0.00467706 -0.00450898 -0.25834581 0.00555451
39 3.17820030 25.44567550 -1.38801505 -0.00657717 -0.00494410 -0.28327600 -0.01010620
40 3.37683782 25.37005586 -1.39183677 -0.00491611 -0.00422264 -0.24193969 0.00504428
41 3.37683782 25.26926525 -1.39726700 -0.00611764 -0.00366665 -0.21008369 -0.00399964
42 3.37683782 25.19368725 -1.40171845 -0.00744259 -0.00357343 -0.20474248 -0.01633604
43 3.57547534 25.09286504 -1.40667822 -0.00576377 -0.00266196 -0.15251886 0.00035909
44 3.57547534 25.01730603 -1.41141516 -0.00742755 -0.00288369 -0.16522301 -0.01379185
45 3.77411286 24.91641176 -1.41583498 -0.00510652 -0.00156356 -0.08958550 0.00639774
46 3.77411286 24.84084826 -1.42088882 -0.00715816 -0.00215150 -0.12327199 -0.00965710
47 3.97275037 24.76519334 -1.42456633 -0.00502080 -0.00149919 -0.08589719 0.00700690
48 3.97275037 24.66437096 -1.42993447 -0.00643474 -0.00114156 -0.06540663 -0.00228048
49 3.97275037 24.58877576 -1.43442774 -0.00797481 -0.00123049 -0.07050195 -0.01575919
50 4.17138789 24.48790738 -1.43913195 -0.00581905 -0.00027443 -0.01572383 0.00346122
51 4.17138789 24.41232942 -1.44396852 -0.00774306 -0.00071789 -0.04113213 -0.01209022
52 4.37002541 24.33666769 -1.44743542 -0.00523448 0.00004672 0.00267670 0.00750237
53 4.37002541 24.23590495 -1.45391844 -0.00787694 -0.00059511 -0.03409704 -0.01231940
54 4.56866293 24.16022451 -1.45710795 -0.00504247 0.00040816 0.02338583 0.00891858
55 4.56866293 24.08463854 -1.46159455 -0.00670065 0.00019573 0.01121444 -0.00191382
56 4.76730045 23.98380879 -1.46707650 -0.00516346 0.00041197 0.02360440 0.00792923
57 4.76730045 23.90818503 -1.47094810 -0.00620329 0.00072979 0.04181368 0.00223023
58 4.76730045 23.83261878 -1.47566174 -0.00808923 0.00031089 0.01781240 -0.01230115
59 4.96593797 23.73176444 -1.47998382 -0.00536052 0.00141905 0.08130584 0.00850083
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631 55.45806183 17.02494111 0.81976976 -0.00820824 0.00243257 0.13937605 -0.00894051
632 55.65728798 17.12604733 0.82326440 -0.00526280 0.00342581 0.19628444 0.01072186
633 55.65728798 17.20182710 0.82710380 -0.00714420 0.00302994 0.17360277 -0.00060265
634 55.85651412 17.30288452 0.83174270 -0.00535697 0.00299491 0.17159544 0.00913864
635 55.85651412 17.37870580 0.83469628 -0.00631591 0.00338365 0.19386858 0.00517127
636 55.85651412 17.47973344 0.83997335 -0.00892877 0.00276433 0.15838426 -0.01410400
637 56.05574027 17.55556740 0.84252584 -0.00571723 0.00352744 0.20210750 0.00878135
638 56.05574027 17.65658165 0.84814378 -0.00867966 0.00259713 0.14880438 -0.01228292
639 56.25496641 17.73242328 0.85050695 -0.00527106 0.00354978 0.20338763 0.01106887
640 56.25496641 17.80818953 0.85458095 -0.00738957 0.00294041 0.16847298 -0.00234363
641 56.45419255 17.90925407 0.85898913 -0.00536354 0.00310621 0.17797292 0.00942603
642 56.45419255 17.98504364 0.86191692 -0.00630949 0.00351090 0.20115949 0.00561597
643 56.45419255 18.08602964 0.86722750 -0.00896044 0.00285347 0.16349174 -0.01428567
644 56.65341870 18.16184529 0.86951773 -0.00547690 0.00384170 0.22011305 0.01104158
645 56.65341870 18.23756183 0.87402973 -0.00801932 0.00284892 0.16323134 -0.00681556
646 56.65341870 10.28452486 -2.20416858 -0.00551600 0.00329374 0.18871739 0.00879166
647 56.65341870 10.18350532 -2.20940564 -0.00727035 0.00340460 0.19506947 -0.00062414
648 56.85205622 10.10776672 -2.21384832 -0.00529483 0.00307702 0.17630011 0.00943357
649 56.85205622 10.00676359 -2.21938098 -0.00732015 0.00296305 0.16977045 -0.00197276
650 56.85205622 9.93101869 -2.22368510 -0.00897138 0.00278352 0.15948418 -0.01430598
651 57.05069374 9.85518661 -2.22660514 -0.00547085 0.00379180 0.21725392 0.01053254
652 57.05069374 9.75414669 -2.23321481 -0.00858330 0.00273560 0.15673845 -0.01124013
653 57.24933125 9.67827382 -2.23641531 -0.00536005 0.00352667 0.20206358 0.01031558
654 57.24933125 9.60252764 -2.24090362 -0.00724824 0.00314997 0.18048018 -0.00108892
655 57.44796877 9.50179388 -2.24638769 -0.00543487 0.00329374 0.18871739 0.00903437
656 57.44796877 9.42624269 -2.25008855 -0.00652413 0.00372933 0.21367490 0.00433894
657 57.44796877 9.32551166 -2.25612966 -0.00909506 0.00330280 0.18923649 -0.01428316
658 57.64660629 9.25001346 -2.25951453 -0.00602463 0.00408696 0.23416547 0.00757571
659 57.64660629 9.17444578 -2.26435252 -0.00828744 0.00343584 0.19685898 -0.00773284
660 57.84524381 9.07373037 -2.26908880 -0.00566292 0.00431536 0.24725211 0.00954150
661 57.84524381 8.99821169 -2.27362538 -0.00766294 0.00392102 0.22465785 -0.00262826
662 58.04388133 8.89747667 -2.27895185 -0.00560498 0.00423192 0.24247098 0.00914936
663 58.04388133 8.82192155 -2.28286493 -0.00698158 0.00449537 0.25756570 0.00256240
664 58.04388133 8.74640734 -2.28742119 -0.00899325 0.00409173 0.23443868 -0.01170271
665 58.24251885 8.64568352 -2.29186036 -0.00602764 0.00527118 0.30201657 0.00940914
666 58.24251885 8.57025235 -2.29673960 -0.00841152 0.00445818 0.25543468 -0.00669231
667 58.44115637 8.46977644 -2.30161284 -0.00585674 0.00497411 0.28499574 0.00935393
668 58.44115637 8.39436172 -2.30654179 -0.00828588 0.00413417 0.23687023 -0.00659355
669 58.63979388 8.29374601 -2.31151050 -0.00583125 0.00480651 0.27539249 0.00858793
670 58.63979388 8.21832174 -2.31584288 -0.00767374 0.00456356 0.26147257 -0.00191554
671 58.63979388 8.14288274 -2.32013978 -0.00945285 0.00443386 0.25404132 -0.01458480
672 58.83843140 8.04224887 -2.32501889 -0.00691462 0.00509857 0.29212646 0.00351253
673 58.83843140 7.96681927 -2.32965915 -0.00905584 0.00455450 0.26095347 -0.01126704
674 59.03706892 7.89133614 -2.33314204 -0.00591039 0.00527762 0.30238540 0.00878431
675 59.03706892 7.79063839 -2.33928215 -0.00875302 0.00467204 0.26768804 -0.00894530
676 59.23570644 7.71516311 -2.34301338 -0.00584777 0.00513528 0.29423016 0.00828769
677 59.23570644 7.61448368 -2.34853124 -0.00807701 0.00511120 0.29285046 -0.00369611
678 59.23570644 7.53897517 -2.35276083 -0.00983427 0.00506376 0.29013204 -0.01627908
679 59.43434396 7.46343311 -2.35569108 -0.00608268 0.00615214 0.35249167 0.00989259
680 59.43434396 7.36285001 -2.36239882 -0.00953510 0.00510095 0.29226306 -0.01380186
681 59.63298148 7.28709817 -2.36522562 -0.00564867 0.00611614 0.35042895 0.01175219
682 59.63298148 7.21135036 -2.36952400 -0.00753846 0.00570201 0.32670087 0.00122412
683 59.83161900 7.11034951 -2.37503060 -0.00552182 0.00544284 0.31185204 0.01096911
684 59.83161900 7.03458344 -2.37885850 -0.00689865 0.00548242 0.31411967 0.00466789
685 60.03025652 6.93360439 -2.38478250 -0.00536025 0.00488113 0.27966819 0.01067101
686 60.03025652 6.85783561 -2.38855918 -0.00664049 0.00500582 0.28681257 0.00505445
687 60.03025652 6.75685823 -2.39454965 -0.00927034 0.00438546 0.25126827 -0.01325003
688 60.22889403 6.68105721 -2.39770904 -0.00582736 0.00508522 0.29136148 0.00980379
689 60.22889403 6.60535527 -2.40276462 -0.00837448 0.00411152 0.23557249 -0.00723233
690 60.42753155 6.50429969 -2.40721937 -0.00539000 0.00488328 0.27979114 0.01161124
691 60.42753155 6.42856439 -2.41169874 -0.00737121 0.00439857 0.25201959 0.00002587
692 60.62616907 6.32755920 -2.41714539 -0.00541023 0.00430201 0.24648713 0.01017357
693 60.62616907 6.25178178 -2.42075915 -0.00648294 0.00460170 0.26365823 0.00588373
694 60.62616907 6.17605767 -2.42566378 -0.00882022 0.00378441 0.21683045 -0.01099504
695 60.82480659 6.07461180 -2.42981435 -0.00556785 0.00480627 0.27537883 0.01156852
696 60.82480659 5.99861902 -2.43499138 -0.00819089 0.00375675 0.21524585 -0.00642836
697 61.02344411 5.89718971 -2.43966566 -0.00546422 0.00439190 0.25163710 0.01100085
698 61.02344411 5.82118707 -2.44436083 -0.00760573 0.00376986 0.21599717 -0.00242136
699 61.22208163 5.74516737 -2.44856142 -0.00531416 0.00364469 0.20882547 0.00979507
700 61.22208163 5.64381600 -2.45407002 -0.00736103 0.00352548 0.20199528 -0.00141109
701 61.22208163 5.56782221 -2.45844298 -0.00910915 0.00326751 0.18721475 -0.01435101
702 61.42071915 5.46645516 -2.46331232 -0.00665196 0.00372933 0.21367490 0.00331229
703 61.42071915 5.39049601 -2.46806918 -0.00878597 0.00312446 0.17901852 -0.01200983
704 61.61935667 5.31445273 -2.47113215 -0.00536499 0.00401925 0.23028592 0.01082216
705 61.61935667 5.21319858 -2.47747590 -0.00825727 0.00316905 0.18157301 -0.00801107
706 61.81799418 5.13721687 -2.48110098 -0.00541773 0.00357817 0.20501422 0.00943621
707 61.81799418 5.03596100 -2.48641900 -0.00727151 0.00361608 0.20718622 -0.00044175
708 61.81799418 4.96014692 -2.49079888 -0.00902463 0.00322984 0.18505641 -0.01390237
709 62.01663170 4.88434281 -2.49377442 -0.00553986 0.00417780 0.23937008 0.01094815
710 62.01663170 4.78340543 -2.50041182 -0.00870648 0.00307249 0.17604056 -0.01157295
711 62.21526922 4.70760237 -2.50353138 -0.00537007 0.00391577 0.22435732 0.01103846
712 62.21526922 4.63187592 -2.50801792 -0.00728109 0.00349020 0.19997354 -0.00059275
713 62.41390674 4.53088470 -2.51354274 -0.00548440 0.00341676 0.19576615 0.00915308
714 62.41390674 4.45512213 -2.51733340 -0.00667064 0.00362967 0.20796487 0.00347671
715 62.61254426 4.35415074 -2.52326390 -0.00530303 0.00319432 0.18302102 0.00952360
716 62.61254426 4.27838562 -2.52702858 -0.00644089 0.00344824 0.19756932 0.00429678
717 62.61254426 4.20267464 -2.53181259 -0.00858987 0.00283097 0.16220260 -0.01109388
718 62.81118178 4.10162095 -2.53625353 -0.00572907 0.00371455 0.21282796 0.00879795
719 62.81118178 4.02591713 -2.54128404 -0.00815031 0.00286149 0.16395113 -0.00778328
720 63.00981930 3.92486730 -2.54579774 -0.00534304 0.00370215 0.21211762 0.01064990
721 63.00981930 3.84914963 -2.55048674 -0.00744329 0.00312756 0.17919611 -0.00247115
722 63.20845682 3.74813821 -2.55573356 -0.00538131 0.00332140 0.19030200 0.00943040
723 63.20845682 3.67236054 -2.55931707 -0.00634868 0.00372027 0.21315581 0.00555680
724 63.20845682 3.59665534 -2.56426064 -0.00866088 0.00294708 0.16885520 -0.01145901
725 63.40709433 3.49558608 -2.56845647 -0.00554642 0.00403927 0.23143340 0.01073573
726 63.40709433 3.41988820 -2.57361714 -0.00810671 0.00304006 0.17418275 -0.00711766
727 63.60573185 3.31883339 -2.57822430 -0.00539010 0.00377511 0.21629770 0.01075624
728 63.60573185 3.24309913 -2.58270569 -0.00728518 0.00336097 0.19256962 -0.00083138
729 63.60573185 3.16736349 -2.58715851 -0.00909695 0.00302910 0.17355437 -0.01503930
730 63.80436937 3.06632143 -2.59198453 -0.00664016 0.00352787 0.20213188 0.00354069
731 63.80436937 2.99060316 -2.59676083 -0.00877305 0.00290273 0.16631437 -0.01249093
732 64.00300689 2.88956810 -2.60168915 -0.00642167 0.00333308 0.19097136 0.00427631
733 64.00300689 2.81385344 -2.60652974 -0.00861525 0.00266408 0.15264033 -0.01160501
734 64.20164441 2.73804655 -2.60968745 -0.00535597 0.00349568 0.20028773 0.01025102
735 64.20164441 2.63707539 -2.61580446 -0.00798744 0.00285576 0.16362328 -0.00661623
736 64.40028193 2.56130031 -2.61955399 -0.00532552 0.00316666 0.18143641 0.00954696
737 64.40028193 2.48553197 -2.62342727 -0.00657302 0.00331663 0.19002879 0.00338898
738 64.40028193 2.38453793 -2.62941097 -0.00903288 0.00284957 0.16326811 -0.01477164
739 64.59891945 2.30870250 -2.63226378 -0.00546397 0.00392102 0.22465785 0.01102357
740 64.59891945 2.23299264 -2.63745204 -0.00804499 0.00290536 0.16646464 -0.00692061
741 64.79755696 2.13192400 -2.64211966 -0.00540127 0.00360202 0.20638026 0.01039162
742 64.79755696 2.05617221 -2.64657775 -0.00726128 0.00322031 0.18451000 -0.00094103
743 64.99619448 1.95514606 -2.65198246 -0.00536101 0.00326060 0.18681860 0.00969538
744 64.99619448 1.87937249 -2.65586618 -0.00662757 0.00339745 0.19465966 0.00336424
745 64.99619448 1.80364910 -2.66065048 -0.00876072 0.00277709 0.15911535 -0.01262917
746 65.19483200 1.70260830 -2.66560067 -0.00644197 0.00320362 0.18355377 0.00390003
747 65.19483200 1.62688631 -2.67039944 -0.00858825 0.00258182 0.14792750 -0.01153973
748 65.39346952 1.52581445 -2.67476985 -0.00567496 0.00353693 0.20265098 0.00885812
749 65.39346952 1.45010847 -2.67983886 -0.00812261 0.00265573 0.15216222 -0.00794375
750 65.59210704 1.37432545 -2.68347472 -0.00536008 0.00307869 0.17639573 0.00917521
751 65.59210704 1.27332130 -2.68900924 -0.00738668 0.00296067 0.16963384 -0.00236980
752 65.59210704 1.19757925 -2.69328500 -0.00901106 0.00281237 0.16113709 -0.01463574
753 65.79074456 1.09654054 -2.69808892 -0.00654607 0.00335144 0.19202320 0.00363122
754 65.79074456 1.02082384 -2.70286690 -0.00867674 0.00273966 0.15697067 -0.01197515
755 65.95741742 0.94503422 -2.70631527 -0.00633720 0.00330638 0.18944139 0.00465159
756 65.95741742 0.84405581 -2.71224532 -0.00875261 0.00287913 0.16496199 -0.01235342
757 66.12409029 0.76826349 -2.71555400 -0.00626474 0.00355266 0.20355256 0.00570549
758 66.29076316 0.66729461 -2.72160132 -0.00564811 0.00300597 0.17222932 0.00753231
759 66.29076316 0.59153365 -2.72550477 -0.00691477 0.00315426 0.18072607 0.00095275
760 66.29076316 0.51580250 -2.72996675 -0.00873053 0.00283002 0.16214796 -0.01224730
761 66.45743602 0.41476404 -2.73473816 -0.00684057 0.00341056 0.19541098 0.00202819
762 66.45743602 0.33903583 -2.73926359 -0.00873015 0.00301360 0.17266645 -0.01194175
763 66.62410889 0.23800997 -2.74428007 -0.00707638 0.00336765 0.19295211 0.00050832
764 66.79078176 0.16227285 -2.74867819 -0.00566814 0.00308489 0.17675090 0.00761314
765 66.79078176 0.06127201 -2.75417058 -0.00765291 0.00302147 0.17311724 -0.00399552
766 66.95745462 -0.01448586 -2.75816030 -0.00583921 0.00311564 0.17851309 0.00411441
767 66.95745462 -0.09026888 -2.76168272 -0.00673798 0.00358485 0.20539671 -0.00000858
768 67.12412749 -0.19127627 -2.76706833 -0.00541019 0.00360678 0.20665347 -0.01498404
769 67.12412749 -0.26711372 -2.76955433 -0.00533070 0.00495647 0.28398487 -0.01406899
770 67.29080036 -0.34296248 -2.77178776 -0.00148456 0.00642871 0.36833771 -0.01190396

4809
U_turn_0.64_lqr.csv Normal file

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390
U_turn_0.64_pp.csv Normal file
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@ -0,0 +1,390 @@
distance_m,current_x_m,current_y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command
0.00000000,0.00080753,0.00328774,-0.00328773,-0.00001050,-0.00060185,0.09731814
0.00000000,0.02337575,0.00372324,-0.00372296,-0.00001196,-0.00068528,0.10453524
0.16666802,0.18245629,0.01144776,-0.00193220,0.01020628,0.58477679,0.09893948
0.33333605,0.33393594,0.02692669,-0.00801091,0.01447804,0.82953034,0.04212047
0.50000407,0.48543287,0.03841236,-0.01033076,0.02345470,1.34385546,0.01607652
0.66667694,0.68751981,0.04911004,-0.01046412,0.02110459,1.20920383,0.01594301
0.83334981,0.83901666,0.05728422,-0.00913699,0.01947751,1.11597933,0.01829453
1.00002268,0.99046701,0.06573533,-0.00813655,0.01782923,1.02153937,0.01882410
1.16669554,1.19237923,0.07761061,-0.00923660,0.01546016,0.88580217,0.01297300
1.33336841,1.34381799,0.08647447,-0.00867759,0.01399811,0.80203278,0.01200410
1.50004128,1.54575821,0.09793090,-0.00922046,0.01260752,0.72235755,0.00919872
1.66671415,1.69719707,0.10694291,-0.00882971,0.01137421,0.65169444,0.00795638
1.83338702,1.84866178,0.11599175,-0.00851361,0.01023768,0.58657563,0.00670191
2.00005988,2.05062841,0.12756368,-0.00905658,0.00935093,0.53576863,0.00353874
2.16673275,2.20204147,0.13651035,-0.00866278,0.00861874,0.49381761,0.00379627
2.33340562,2.40391583,0.14879623,-0.00982848,0.00749105,0.42920573,-0.00561881
2.50007849,2.55536924,0.15726168,-0.00900436,0.00741388,0.42478382,-0.00028350
2.66675135,2.70680347,0.16607104,-0.00851373,0.00704281,0.40352315,0.00138294
2.83342422,2.90870282,0.17815877,-0.00945295,0.00634768,0.36369504,-0.01210710
3.00009709,3.06020259,0.18594058,-0.00800825,0.00699645,0.40086706,-0.02827515
3.49685380,3.26260908,0.19198546,0.00115432,-0.00244420,-0.14004208,0.01871606
3.49685380,3.41467748,0.19111830,0.00737810,0.00465012,0.26643251,0.05737686
3.66352666,3.61655303,0.20825283,-0.00164124,-0.00223107,-0.12783077,0.01749546
3.83019951,3.76801029,0.21940311,-0.00589787,-0.00510732,-0.29262765,-0.00403139
3.99687237,3.91963719,0.22706967,-0.00652168,-0.00472035,-0.27045600,-0.00566277
4.16354523,4.12186182,0.23591340,-0.00657279,-0.00317400,-0.18185671,-0.00501995
4.33021809,4.27352657,0.24232488,-0.00588130,-0.00200585,-0.11492694,-0.00035451
4.49689095,4.42510850,0.24926931,-0.00573014,-0.00145264,-0.08323016,0.00095432
4.66356380,4.62719555,0.25874879,-0.00657775,-0.00096810,-0.05546790,-0.00219474
4.86278995,4.77870992,0.26586050,-0.00610253,-0.00063152,-0.03618350,0.00040211
4.86278995,4.93024486,0.27262665,-0.00838661,-0.00005953,-0.00341108,-0.01429744
5.06201609,5.13230819,0.28145568,-0.00819501,0.00076053,0.04357539,-0.01106831
5.26124224,5.28385080,0.28826360,-0.00737037,0.00113568,0.06506979,-0.00345944
5.46046838,5.48590928,0.29748539,-0.00752207,0.00145957,0.08362730,-0.00374418
5.65969452,5.63745958,0.30434941,-0.00670511,0.00171287,0.09814028,0.00100213
5.85892067,5.78898566,0.31115673,-0.00581007,0.00193357,0.11078520,0.00449235
6.05814681,5.99100805,0.32046962,-0.00603797,0.00206055,0.11806106,0.00377694
6.05814681,6.14254890,0.32703617,-0.00852771,0.00248927,0.14262488,-0.00973273
6.25737296,6.34458770,0.33627158,-0.00869649,0.00258979,0.14838379,-0.01093173
6.45659910,6.49613236,0.34301884,-0.00772394,0.00281854,0.16149029,-0.00232046
6.65582525,6.64767448,0.34988771,-0.00685115,0.00292816,0.16777128,0.00235481
6.85505139,6.84975612,0.35905243,-0.00694009,0.00299744,0.17174069,0.00206883
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39.16512642,27.94380420,-1.25376172,-0.00760405,-0.03205205,-1.83644736,-0.03719159
39.36376394,27.74247354,-1.26466886,-0.00713875,-0.02578975,-1.47764386,-0.02953335
39.36376394,27.59126163,-1.27326380,-0.00638448,-0.02200128,-1.26058045,-0.05394004
39.56240146,27.43998215,-1.28115320,-0.00652368,-0.01798560,-1.03049869,-0.03394264
39.76103898,27.23831996,-1.29194842,-0.00658440,-0.01382233,-0.79196117,-0.02711669
39.95967650,27.08684875,-1.30014379,-0.00649154,-0.01158120,-0.66355361,-0.01719484
40.15831402,26.88450382,-1.31052773,-0.00597369,-0.00901796,-0.51669088,-0.01135561
40.35695153,26.73274878,-1.31835759,-0.00523070,-0.00758244,-0.43444175,-0.00403731
40.35695153,26.58122649,-1.32630915,-0.00639758,-0.00654675,-0.37510106,-0.01817539
40.55558905,26.37961872,-1.33731119,-0.00671759,-0.00515915,-0.29559766,-0.01716282
40.75422657,26.22842000,-1.34554685,-0.00635474,-0.00423695,-0.24275932,-0.00869947
40.95286409,26.07722555,-1.35387445,-0.00599702,-0.00349857,-0.20045313,-0.00365181
41.15150161,25.87564248,-1.36502403,-0.00634747,-0.00273300,-0.15658965,-0.00425721
41.35013913,25.72446307,-1.37356987,-0.00612166,-0.00236679,-0.13560731,-0.00185389
41.54877665,25.52286218,-1.38444381,-0.00616348,-0.00154115,-0.08830142,-0.00102441
41.74741417,25.37166684,-1.39266682,-0.00553377,-0.00108124,-0.06195055,0.00205627
41.94605168,25.17007693,-1.40368252,-0.00571505,-0.00059987,-0.03437025,0.00187571
41.94605168,25.01886240,-1.41156595,-0.00783273,0.00002526,0.00144727,-0.00970596
42.14468920,24.86760467,-1.41960336,-0.00698965,0.00043057,0.02466991,-0.00251794
42.34332672,24.66592226,-1.43028276,-0.00688883,0.00094508,0.05414901,-0.00106537
42.54196424,24.51468784,-1.43854487,-0.00621602,0.00111269,0.06375225,0.00229870
42.74060176,24.31303087,-1.44953799,-0.00641617,0.00131606,0.07540455,0.00170468
42.93923928,24.16179185,-1.45781790,-0.00574155,0.00140523,0.08051354,0.00403936
43.13787680,23.96012055,-1.46844646,-0.00555412,0.00183343,0.10504758,0.00531146
43.13787680,23.80890352,-1.47661533,-0.00829181,0.00192140,0.11008826,-0.00914103
43.33651432,23.65768722,-1.48430012,-0.00701756,0.00235604,0.13499112,0.00095414
43.53515183,23.45609117,-1.49515768,-0.00709413,0.00238346,0.13656207,0.00058669
43.73378935,23.30489993,-1.50355945,-0.00649932,0.00229095,0.13126184,0.00297734
43.93242687,23.15369786,-1.51174499,-0.00568790,0.00236629,0.13557852,0.00569010
44.13106439,22.95208031,-1.52246972,-0.00561814,0.00260280,0.14912962,0.00635128
44.32970191,22.80087284,-1.53068849,-0.00482824,0.00261067,0.14958041,0.00804016
44.52833943,22.59924011,-1.54206467,-0.00545639,0.00223731,0.12818826,0.00550184
44.52833943,22.44796763,-1.55016743,-0.00818539,0.00233601,0.13384365,-0.00642928
44.72697695,22.29668939,-1.55815603,-0.00717840,0.00252818,0.14485392,0.00013710
44.92561447,22.09499992,-1.56902211,-0.00726034,0.00257896,0.14776358,-0.00018503
45.12425198,21.94373074,-1.57717213,-0.00640026,0.00261496,0.14982630,0.00340454
45.32288950,21.74202767,-1.58782947,-0.00626699,0.00280737,0.16085022,0.00432526
45.52152702,21.59077249,-1.59611427,-0.00554220,0.00268100,0.15361022,0.00601943
45.72016454,21.38907811,-1.60686416,-0.00550078,0.00277446,0.15896509,0.00636449
45.72016454,21.23780088,-1.61480128,-0.00815261,0.00293969,0.16843173,-0.00522034
45.91880206,21.08651059,-1.62288096,-0.00720655,0.00296782,0.17004366,0.00096913
46.11743958,20.88474935,-1.63361067,-0.00715406,0.00307273,0.17605422,0.00151967
46.31607710,20.73343450,-1.64196636,-0.00647799,0.00290393,0.16638267,0.00387033
46.51471461,20.53166182,-1.65276596,-0.00649036,0.00298546,0.17105452,0.00401181
46.71335213,20.38034892,-1.66102514,-0.00572493,0.00289582,0.16591822,0.00607230
46.91198965,20.17857531,-1.67162546,-0.00552684,0.00312232,0.17889558,0.00725366
46.91198965,20.02726723,-1.67982415,-0.00847252,0.00305866,0.17524826,-0.00790379
47.30926469,19.82557879,-1.69035737,-0.00442992,0.00322865,0.18498811,0.01005405
47.30926469,19.67435530,-1.69908233,-0.00789936,0.00272607,0.15619203,-0.00366462
47.50790221,19.52310108,-1.70735474,-0.00715629,0.00271629,0.15563196,0.00054162
47.70653973,19.32142828,-1.71834831,-0.00736628,0.00273036,0.15643792,-0.00050113
47.90517725,19.17016829,-1.72656324,-0.00656412,0.00276683,0.15852796,0.00282588
48.10381476,19.01889981,-1.73463777,-0.00561025,0.00289510,0.16587724,0.00581570
48.30245228,18.81718670,-1.74551519,-0.00570062,0.00292729,0.16772139,0.00559162
48.30245228,18.66585662,-1.75352573,-0.00844095,0.00302123,0.17310358,-0.00689301
48.50108980,18.51451033,-1.76129301,-0.00718353,0.00332879,0.19072547,0.00168218
48.69972732,18.31275322,-1.77216470,-0.00726851,0.00325059,0.18624486,0.00111324
48.89836484,18.16143783,-1.78040964,-0.00647357,0.00312899,0.17927807,0.00407077
49.09700236,17.95966828,-1.79106923,-0.00634576,0.00324868,0.18613558,0.00492749
49.29563988,17.80836169,-1.79934514,-0.00559026,0.00308274,0.17662796,0.00664420
49.29563988,17.65704356,-1.80744641,-0.00843838,0.00308131,0.17654600,-0.00722680
49.49427740,17.45527323,-1.81805330,-0.00827511,0.00324987,0.18620388,-0.00560197
49.69291491,17.30394797,-1.82605492,-0.00723767,0.00332402,0.19045226,0.00169652
49.89155243,17.10210970,-1.83688631,-0.00728225,0.00333451,0.19105332,0.00150284
50.09018995,16.95070452,-1.84511366,-0.00646025,0.00326537,0.18709181,0.00487105
50.28882747,16.74883848,-1.85609665,-0.00665404,0.00313901,0.17985181,0.00377463
50.48746499,16.59746345,-1.86477140,-0.00630740,0.00271391,0.15549535,0.00375809
50.68610251,16.44607775,-1.87319308,-0.00572468,0.00254415,0.14576916,0.00491078
50.88474003,16.24421250,-1.88404344,-0.00577480,0.00265216,0.15195731,0.00490675
50.88474003,16.09283132,-1.89207616,-0.00849565,0.00278186,0.15938856,-0.00767740
51.08337755,15.89103000,-1.90299803,-0.00863390,0.00284456,0.16298124,-0.00858559
51.28201506,15.73961744,-1.91087245,-0.00748963,0.00318288,0.18236532,-0.00029607
51.48065258,15.53774912,-1.92177883,-0.00760826,0.00322651,0.18486517,-0.00085130
51.67929010,15.38634513,-1.93004350,-0.00682954,0.00318907,0.18272049,0.00247301
51.87792762,15.23493100,-1.93816118,-0.00590014,0.00325392,0.18643611,0.00546975
52.07656514,15.03302430,-1.94903185,-0.00597869,0.00328778,0.18837588,0.00528793
52.07656514,14.88150799,-1.95715779,-0.00887481,0.00327610,0.18770652,-0.00994937
52.27520266,14.72996762,-1.96489196,-0.00757174,0.00361441,0.20709060,0.00021960
52.47384018,14.52794360,-1.97579828,-0.00768056,0.00350498,0.20082049,-0.00062534
52.67247769,14.37642523,-1.98397171,-0.00679303,0.00344990,0.19766494,0.00339794
52.87111521,14.22490296,-1.99209133,-0.00585577,0.00341438,0.19562954,0.00634134
53.06975273,14.02287457,-2.00287562,-0.00584689,0.00340723,0.19521973,0.00648163
53.26839025,13.87138886,-2.01162564,-0.00559242,0.00285600,0.16363694,0.00561080
53.46702777,13.66938210,-2.02281108,-0.00600312,0.00262879,0.15061860,0.00396654
53.46702777,13.51780230,-2.03068405,-0.00856222,0.00290083,0.16620509,-0.00773337
53.66566529,13.36617807,-2.03871284,-0.00755711,0.00305985,0.17531656,-0.00091859
53.86430281,13.16406451,-2.04940284,-0.00745398,0.00329589,0.18884034,0.00007786
54.06294033,13.01249888,-2.05763958,-0.00663903,0.00324892,0.18614924,0.00330453
54.26157784,12.81041616,-2.06854040,-0.00674394,0.00324272,0.18579407,0.00289364
54.46021536,12.65887161,-2.07687901,-0.00604285,0.00309919,0.17757052,0.00468312
54.46021536,12.50729929,-2.08472177,-0.00864901,0.00337719,0.19349853,-0.00776853
54.65885288,12.30532438,-2.09550731,-0.00864686,0.00342559,0.19627158,-0.00774507
54.85749040,12.15387152,-2.10362152,-0.00770789,0.00347685,0.19920856,-0.00088110
55.05612792,11.95192089,-2.11434898,-0.00765187,0.00364779,0.20900305,-0.00017960
55.25476544,11.80046967,-2.12259560,-0.00683330,0.00357841,0.20502788,0.00334231
55.45340296,11.64902084,-2.13093439,-0.00611789,0.00342439,0.19620328,0.00519187
55.65204048,11.44705809,-2.14164322,-0.00602807,0.00357770,0.20498690,0.00584940
55.85067799,11.29562454,-2.15042671,-0.00579984,0.00305294,0.17492041,0.00498438
56.04931551,11.09363988,-2.16135235,-0.00593202,0.00305365,0.17496139,0.00458438
56.04931551,10.94212018,-2.16948600,-0.00880162,0.00306033,0.17534388,-0.00884533
56.24795303,10.74008004,-2.18007348,-0.00860853,0.00328993,0.18849883,-0.00716328
56.44659055,10.58854655,-2.18796480,-0.00745175,0.00349115,0.20002819,0.00040546
56.64522807,10.43703686,-2.19627034,-0.00670230,0.00331877,0.19015173,0.00305463
56.84386559,10.28552647,-2.20460204,-0.00599637,0.00313066,0.17937369,0.00474137
57.04250311,10.08349110,-2.21525729,-0.00584596,0.00327896,0.18787045,0.00556229
57.04250311,9.93197057,-2.22344007,-0.00879352,0.00321602,0.18426411,-0.00911139
57.24114063,9.72980752,-2.23412817,-0.00869262,0.00333618,0.19114894,-0.00821413
57.43977814,9.57825658,-2.24212704,-0.00764275,0.00349330,0.20015113,-0.00048619
57.63841566,9.42718237,-2.25051280,-0.00698278,0.00351428,0.20135324,0.00238268
57.83705318,9.22576334,-2.26140818,-0.00710321,0.00379490,0.21743151,0.00228474
58.03569070,9.07470365,-2.26952409,-0.00614784,0.00400971,0.22973951,0.00564627
58.23432822,8.87324511,-2.28052282,-0.00636503,0.00418423,0.23973891,0.00505139
58.23432822,8.72214472,-2.28854474,-0.00934207,0.00453113,0.25961476,-0.01056415
58.43296574,8.57116650,-2.29642331,-0.00815148,0.00496815,0.28465423,-0.00038398
58.63160326,8.37007034,-2.30766232,-0.00861208,0.00457309,0.26201898,-0.00412364
58.83024077,8.21919964,-2.31612972,-0.00798880,0.00442337,0.25344027,-0.00091697
59.02887829,8.01800064,-2.32731917,-0.00841541,0.00436615,0.25016177,-0.00319798
59.22751581,7.86707502,-2.33559583,-0.00760665,0.00445985,0.25553030,0.00045524
59.42615333,7.66574710,-2.34650219,-0.00773635,0.00474380,0.27179981,0.00029972
59.62479085,7.51472834,-2.35486999,-0.00700146,0.00474237,0.27171785,0.00248047
59.62479085,7.36373439,-2.36278969,-0.00995795,0.00514983,0.29506344,-0.01202089
59.82342837,7.16174634,-2.37295676,-0.00935950,0.00542973,0.31110072,-0.00736921
60.02206589,7.01020722,-2.38070102,-0.00795308,0.00547622,0.31376450,0.00136972
60.22070341,6.80816859,-2.39129273,-0.00775460,0.00533222,0.30551363,0.00229232
60.41934092,6.65665896,-2.39954715,-0.00686928,0.00496982,0.28474985,0.00489348
60.61797844,6.50514884,-2.40784075,-0.00605710,0.00460743,0.26398608,0.00641880
60.81661596,6.30311951,-2.41852626,-0.00596070,0.00449179,0.25736079,0.00679197
60.81661596,6.15153090,-2.42639118,-0.00877793,0.00449990,0.25782525,-0.00596144
61.01525348,5.94870101,-2.43744475,-0.00898095,0.00413655,0.23700683,-0.00868143
61.21389100,5.79660068,-2.44527251,-0.00770720,0.00431608,0.24729310,0.00094989
61.41252852,5.59387872,-2.45622151,-0.00783155,0.00410222,0.23503974,-0.00022575
61.61116604,5.44187506,-2.46466720,-0.00716963,0.00376438,0.21568298,0.00219159
61.80980356,5.28990634,-2.47323323,-0.00666271,0.00337313,0.19326630,0.00310509
62.00844107,5.08733784,-2.48425774,-0.00687947,0.00324582,0.18597166,0.00207561
62.20707859,4.93562345,-2.49240447,-0.00598039,0.00312637,0.17912781,0.00467380
62.40571611,4.73361249,-2.50304779,-0.00581522,0.00331067,0.18968728,0.00557078
62.40571611,4.58210903,-2.51125260,-0.00878960,0.00323485,0.18534328,-0.00881963
62.60435363,4.43058768,-2.51905296,-0.00754949,0.00354336,0.20301981,0.00005971
62.80299115,4.22858026,-2.52991873,-0.00762191,0.00350927,0.20106637,-0.00037867
63.00162867,4.07708223,-2.53820379,-0.00684865,0.00337599,0.19343022,0.00271197
63.20026619,3.87506718,-2.54900974,-0.00686084,0.00341605,0.19572517,0.00278353
63.39890371,3.72355412,-2.55707224,-0.00586416,0.00345658,0.19804743,0.00602880
63.39890371,3.57204698,-2.56527033,-0.00885224,0.00337838,0.19356683,-0.00965571
63.59754122,3.37000786,-2.57586672,-0.00867204,0.00356172,0.20407166,-0.00788980
63.79617874,3.21848044,-2.58387834,-0.00762269,0.00362538,0.20771898,0.00000686
63.99481626,3.06696792,-2.59218702,-0.00686462,0.00344013,0.19710487,0.00310180
64.19345378,2.86495064,-2.60318641,-0.00707006,0.00325321,0.18639513,0.00182969
64.39209130,2.71345385,-2.61173613,-0.00658538,0.00291585,0.16706569,0.00281635
64.59072882,2.56194131,-2.62002250,-0.00584714,0.00281809,0.16146494,0.00472058
64.78936634,2.35990104,-2.63097062,-0.00600146,0.00278996,0.15985301,0.00419784
64.78936634,2.20834905,-2.63904432,-0.00877599,0.00288652,0.16538547,-0.00931648
64.98800385,2.00627292,-2.64967454,-0.00862516,0.00311588,0.17852675,-0.00787733
65.18664137,1.85473212,-2.65772559,-0.00763466,0.00320481,0.18362207,-0.00105122
65.38527889,1.70320678,-2.66594043,-0.00680326,0.00316046,0.18108124,0.00249981
65.58391641,1.50116124,-2.67668762,-0.00675358,0.00325178,0.18631317,0.00292443
65.78255393,1.34964340,-2.68499063,-0.00601713,0.00310563,0.17793935,0.00486461
65.98119145,1.14761425,-2.69568874,-0.00591259,0.00323175,0.18516569,0.00550901
66.14786431,0.99609001,-2.70363228,-0.00540924,0.00338172,0.19375807,0.00720445
66.31453718,0.79409568,-2.71493190,-0.00655125,0.00298356,0.17094524,0.00304175
66.48121005,0.64258195,-2.72298456,-0.00616706,0.00308274,0.17662796,0.00445533
66.64788291,0.49107311,-2.73115931,-0.00591059,0.00306533,0.17563075,0.00510651
66.81455578,0.28906161,-2.74216669,-0.00673536,0.00296377,0.16981143,0.00232080
66.98122865,0.13753675,-2.75007708,-0.00620305,0.00318597,0.18254290,0.00456148
67.14790151,-0.06449055,-2.76079313,-0.00673474,0.00330018,0.18908622,0.00110315
67.31457438,-0.21600271,-2.76901016,-0.00651810,0.00322984,0.18505641,-0.03200774
67.48124725,-0.41833518,-2.77380415,-0.00114644,0.00843333,0.48319417,-0.08131459
1 distance_m current_x_m current_y_m lateral_error_m heading_error_rad heading_error_deg yaw_command
2 0.00000000 0.00080753 0.00328774 -0.00328773 -0.00001050 -0.00060185 0.09731814
3 0.00000000 0.02337575 0.00372324 -0.00372296 -0.00001196 -0.00068528 0.10453524
4 0.16666802 0.18245629 0.01144776 -0.00193220 0.01020628 0.58477679 0.09893948
5 0.33333605 0.33393594 0.02692669 -0.00801091 0.01447804 0.82953034 0.04212047
6 0.50000407 0.48543287 0.03841236 -0.01033076 0.02345470 1.34385546 0.01607652
7 0.66667694 0.68751981 0.04911004 -0.01046412 0.02110459 1.20920383 0.01594301
8 0.83334981 0.83901666 0.05728422 -0.00913699 0.01947751 1.11597933 0.01829453
9 1.00002268 0.99046701 0.06573533 -0.00813655 0.01782923 1.02153937 0.01882410
10 1.16669554 1.19237923 0.07761061 -0.00923660 0.01546016 0.88580217 0.01297300
11 1.33336841 1.34381799 0.08647447 -0.00867759 0.01399811 0.80203278 0.01200410
12 1.50004128 1.54575821 0.09793090 -0.00922046 0.01260752 0.72235755 0.00919872
13 1.66671415 1.69719707 0.10694291 -0.00882971 0.01137421 0.65169444 0.00795638
14 1.83338702 1.84866178 0.11599175 -0.00851361 0.01023768 0.58657563 0.00670191
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51 8.24963440 8.21458228 0.42113365 -0.00679384 0.00304718 0.17459059 0.00238198
52 8.44886054 8.36616254 0.42814572 -0.00606139 0.00291951 0.16727546 0.00439063
53 8.64808669 8.56849609 0.43673685 -0.00555061 0.00320289 0.18351188 0.00677281
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55 8.84731283 8.92243101 0.45235086 -0.00811553 0.00294493 0.16873199 -0.00510406
56 9.04653898 9.07409475 0.45896789 -0.00698195 0.00295174 0.16912206 0.00236826
57 9.24576512 9.22577215 0.46584581 -0.00611088 0.00262849 0.15060136 0.00532810
58 9.44499126 9.42798376 0.47493849 -0.00612460 0.00233844 0.13398266 0.00489829
59 9.64421741 9.57976212 0.48195940 -0.00543160 0.00211956 0.12144168 0.00646473
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63 10.24189584 10.28783360 0.51437311 -0.00778496 0.00102488 0.05872102 -0.00680726
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72 11.83570499 11.79887415 0.58298999 -0.00669725 0.00227592 0.13040086 0.00176685
73 12.03493114 11.95046429 0.58984863 -0.00583224 0.00236731 0.13563706 0.00472229
74 12.23415728 12.15257027 0.59909138 -0.00599480 0.00239335 0.13712860 0.00417590
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80 13.23028800 13.16315501 0.64458551 -0.00607388 0.00282085 0.16162251 0.00467632
81 13.42951415 13.36528282 0.65344043 -0.00583882 0.00307976 0.17645747 0.00604941
82 13.62874029 13.51684321 0.66087137 -0.00556168 0.00259100 0.14845348 0.00540808
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84 13.82796644 13.87053289 0.67712340 -0.00869386 0.00251434 0.14406103 -0.00936332
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93 15.42177559 15.38624698 0.74507450 -0.00671049 0.00322643 0.18486074 0.00314741
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98 16.21868017 16.24526400 0.78341281 -0.00744547 0.00355555 0.20371782 0.00092284
99 16.41790631 16.39685167 0.79046080 -0.00671586 0.00333903 0.19131228 0.00362664
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101 16.81635860 16.75058126 0.80642007 -0.00583323 0.00329341 0.18869834 0.00639204
102 17.01558474 16.90214859 0.81385315 -0.00555023 0.00276991 0.15870431 0.00566326
103 17.21481089 17.10425702 0.82327767 -0.00591505 0.00257527 0.14755232 0.00421212
104 17.21481089 17.25585998 0.83012237 -0.00872317 0.00263745 0.15111459 -0.00935174
105 17.41403703 17.45799980 0.83901293 -0.00855195 0.00289651 0.16595787 -0.00772915
106 17.61326318 17.60960989 0.84560378 -0.00739968 0.00313850 0.17982294 0.00006769
107 17.81248932 17.81173243 0.85486473 -0.00758187 0.00302554 0.17335048 -0.00109718
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109 18.21094161 18.11483768 0.86863318 -0.00585034 0.00297528 0.17047070 0.00518689
110 18.41016775 18.31688536 0.87783222 -0.00597868 0.00291511 0.16702359 0.00469710
111 18.41016775 18.46843689 0.88440360 -0.00858255 0.00316502 0.18134212 -0.00777815
112 18.60939390 18.61998471 0.89113695 -0.00756073 0.00326375 0.18699891 -0.00047843
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119 19.80475076 19.83257728 0.94568043 -0.00765772 0.00338746 0.19408715 -0.00069324
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123 20.60165534 20.54004545 0.97836837 -0.00667265 0.00286968 0.16442054 0.00245476
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351 60.81661596 6.30311951 -2.41852626 -0.00596070 0.00449179 0.25736079 0.00679197
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361 62.40571611 4.58210903 -2.51125260 -0.00878960 0.00323485 0.18534328 -0.00881963
362 62.60435363 4.43058768 -2.51905296 -0.00754949 0.00354336 0.20301981 0.00005971
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366 63.39890371 3.72355412 -2.55707224 -0.00586416 0.00345658 0.19804743 0.00602880
367 63.39890371 3.57204698 -2.56527033 -0.00885224 0.00337838 0.19356683 -0.00965571
368 63.59754122 3.37000786 -2.57586672 -0.00867204 0.00356172 0.20407166 -0.00788980
369 63.79617874 3.21848044 -2.58387834 -0.00762269 0.00362538 0.20771898 0.00000686
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387 66.98122865 0.13753675 -2.75007708 -0.00620305 0.00318597 0.18254290 0.00456148
388 67.14790151 -0.06449055 -2.76079313 -0.00673474 0.00330018 0.18908622 0.00110315
389 67.31457438 -0.21600271 -2.76901016 -0.00651810 0.00322984 0.18505641 -0.03200774
390 67.48124725 -0.41833518 -2.77380415 -0.00114644 0.00843333 0.48319417 -0.08131459

378
U_turn_0.64_stanley.csv Normal file
View File

@ -0,0 +1,378 @@
distance_m,current_x_m,current_y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command
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62.40200230,2.53129020,-2.62117952,-0.00591159,0.00316952,0.18160034,0.00656673
62.60063982,2.32922335,-2.63174064,-0.00566529,0.00338386,0.19388102,0.00847687
62.60063982,2.17768357,-2.64002109,-0.00871526,0.00322484,0.18476954,-0.01148128
62.99791486,1.97560951,-2.65055661,-0.00462110,0.00347422,0.19905830,0.01391751
62.99791486,1.82411687,-2.65945634,-0.00828392,0.00278591,0.15962079,-0.00889127
63.19655237,1.67259482,-2.66772918,-0.00752888,0.00274275,0.15714826,-0.00372129
63.39518989,1.52106789,-2.67588002,-0.00665123,0.00281285,0.16116441,0.00171662
63.59382741,1.31902475,-2.68656376,-0.00653083,0.00303029,0.17362267,0.00283734
63.79246493,1.16750575,-2.69469263,-0.00561955,0.00304578,0.17451060,0.00772923
63.79246493,1.01599696,-2.70297163,-0.00862568,0.00293540,0.16818584,-0.01122561
64.12581066,0.81395308,-2.71336206,-0.00564904,0.00336550,0.19282917,0.00836495
64.29248353,0.66245782,-2.72175444,-0.00562410,0.00312041,0.17878630,0.00790500
64.45915640,0.46046632,-2.73303486,-0.00673430,0.00279640,0.16022184,0.00112676
64.62582926,0.30891288,-2.74042843,-0.00565999,0.00347184,0.19892170,0.00856049
64.79250213,0.15740827,-2.74873205,-0.00553840,0.00329112,0.18856713,0.00875658
64.95917500,-0.04458542,-2.76009122,-0.00673486,0.00287293,0.16460683,-0.00164955
65.12584786,-0.19614655,-2.76735400,-0.00552686,0.00365494,0.20941287,-0.01606759
65.29252073,-0.39830532,-2.77557142,-0.00354159,0.00581645,0.33325786,-0.08069245
1 distance_m current_x_m current_y_m lateral_error_m heading_error_rad heading_error_deg yaw_command
2 0.00000000 0.00086575 0.00568208 -0.00568153 -0.00062532 -0.03582838 0.11606503
3 0.00000000 0.01400480 0.00594550 -0.00593672 -0.00062676 -0.03591098 0.11639582
4 0.16666802 0.15718998 0.01147780 -0.00205621 0.01129781 0.64731693 0.11841059
5 0.33333605 0.30863471 0.02919346 -0.01065758 0.01357575 0.77783295 0.02543363
6 0.50000407 0.51073027 0.04162719 -0.01305261 0.02356217 1.35001266 -0.00933137
7 0.66667694 0.66243405 0.04618765 -0.00808037 0.02462528 1.41092461 0.02481285
8 0.83334981 0.86444723 0.05685008 -0.00818893 0.02202818 1.26212200 0.02521115
9 1.00002268 1.01584287 0.06676367 -0.00854462 0.01884243 1.07959192 0.01537508
10 1.16669554 1.21777019 0.07839285 -0.00937890 0.01656232 0.94895132 0.00909126
11 1.33336841 1.36922875 0.08694712 -0.00846047 0.01521045 0.87149463 0.01194387
12 1.50004128 1.52065013 0.09623968 -0.00831093 0.01340620 0.76811875 0.00862815
13 1.66671415 1.72259460 0.10779638 -0.00892227 0.01208302 0.69230600 0.00437460
14 1.83338702 1.87408450 0.11632551 -0.00806165 0.01129073 0.64691139 0.00826078
15 2.00005988 2.07600164 0.12888116 -0.00952357 0.00938989 0.53800104 -0.00460558
16 2.16673275 2.22744199 0.13740023 -0.00870674 0.00903517 0.51767738 0.00032828
17 2.50007849 2.42934019 0.14920020 -0.00537435 0.00822425 0.47121502 0.01526660
18 2.66675135 2.58073598 0.15867985 -0.00564466 0.00717645 0.41118043 0.01143752
19 2.66675135 2.73214334 0.16800183 -0.00948796 0.00640119 0.36676094 -0.01113807
20 2.83342422 2.88362099 0.17607028 -0.00830962 0.00680649 0.38998337 -0.00771002
21 3.16351959 3.08563863 0.18625214 -0.00348016 -0.00603493 -0.34577591 -0.01266456
22 3.16351959 3.23735172 0.19272809 -0.00472363 -0.00454912 -0.26064529 -0.05612458
23 3.49686531 3.43985775 0.19722608 0.00168158 0.00057527 0.03296075 0.05266435
24 3.66353816 3.64174504 0.21361568 -0.00625205 -0.00495504 -0.28390272 -0.00603792
25 3.83021102 3.79334510 0.22199356 -0.00761888 -0.00515411 -0.29530850 -0.01486909
26 3.99688388 3.99561742 0.23016835 -0.00705003 -0.00295766 -0.16946162 -0.00917297
27 4.16355674 4.14729117 0.23657681 -0.00639932 -0.00181319 -0.10388796 -0.00272189
28 4.33022960 4.29891291 0.24373085 -0.00648043 -0.00144542 -0.08281672 -0.00259057
29 4.49690245 4.50101417 0.25304765 -0.00718654 -0.00080609 -0.04618546 -0.00689258
30 4.66357531 4.65259615 0.25959088 -0.00664938 -0.00003697 -0.00211804 -0.00188624
31 4.86280145 4.85463628 0.26860495 -0.00657904 0.00064110 0.03673208 -0.00039805
32 5.06202760 5.00617093 0.27541749 -0.00573569 0.00101009 0.05787397 0.00537879
33 5.26125374 5.20817788 0.28545313 -0.00670581 0.00068663 0.03934121 -0.00127761
34 5.46047989 5.35971911 0.29231726 -0.00589922 0.00101298 0.05803939 0.00391486
35 5.65970603 5.56178452 0.30138420 -0.00584596 0.00144469 0.08277438 0.00467852
36 5.65970603 5.71333145 0.30820847 -0.00847563 0.00169978 0.09739035 -0.01248992
37 5.85893218 5.86486551 0.31464051 -0.00722789 0.00228841 0.13111611 -0.00227419
38 6.05815832 6.06689356 0.32391812 -0.00743099 0.00241053 0.13811343 -0.00348338
39 6.25738446 6.21842109 0.33082500 -0.00661183 0.00254466 0.14579803 0.00178638
40 6.45661061 6.36995564 0.33765568 -0.00570284 0.00268786 0.15400322 0.00697526
41 6.65583675 6.57200911 0.34675868 -0.00571755 0.00285205 0.16341021 0.00711267
42 6.65583675 6.72354651 0.35375636 -0.00871575 0.00281612 0.16135155 -0.01222669
43 6.85506290 6.92571272 0.36262295 -0.00853029 0.00314679 0.18029796 -0.01010183
44 7.05428904 7.07741891 0.36921998 -0.00737301 0.00336785 0.19296337 -0.00130134
45 7.25351519 7.22909195 0.37624048 -0.00662438 0.00321959 0.18446886 0.00287435
46 7.45274133 7.43132452 0.38518292 -0.00648603 0.00337401 0.19331630 0.00409255
47 7.65196747 7.58298181 0.39213362 -0.00567275 0.00325210 0.18633168 0.00818729
48 7.85119362 7.78516867 0.40150914 -0.00598291 0.00302719 0.17344546 0.00601787
49 7.85119362 7.93682668 0.40796555 -0.00849850 0.00336325 0.19270009 -0.00941564
50 8.05041976 8.13895206 0.41718061 -0.00862525 0.00323798 0.18552241 -0.01073945
51 8.24964591 8.29054984 0.42371873 -0.00741412 0.00350435 0.20078458 -0.00107043
52 8.44887205 8.44214222 0.43099279 -0.00691056 0.00307410 0.17613314 0.00104380
53 8.64809819 8.64450191 0.44023662 -0.00706931 0.00278867 0.15977922 -0.00044778
54 8.84732434 8.79618839 0.44698387 -0.00607623 0.00269336 0.15431805 0.00533618
55 9.04655048 8.99838781 0.45614023 -0.00616223 0.00243265 0.13938075 0.00450457
56 9.24577663 9.15006019 0.46309476 -0.00541673 0.00211199 0.12100797 0.00807025
57 9.44500277 9.35229907 0.47196641 -0.00520592 0.00210879 0.12082473 0.00944230
58 9.44500277 9.50395253 0.47888676 -0.00799567 0.00185481 0.10627301 -0.00861031
59 9.64422892 9.65576255 0.48559598 -0.00700646 0.00205697 0.11785551 -0.00101114
60 9.84345506 9.85803060 0.49467517 -0.00699732 0.00188764 0.10815366 -0.00120474
61 10.04268120 10.00976356 0.50158630 -0.00620992 0.00167921 0.09621171 0.00343979
62 10.24190735 10.21213540 0.51053288 -0.00606944 0.00163602 0.09373705 0.00436611
63 10.44113349 10.36389728 0.51746948 -0.00533107 0.00137631 0.07885695 0.00817980
64 10.44113349 10.51564729 0.52455336 -0.00815970 0.00104813 0.06005322 -0.01179632
65 10.64035964 10.71695247 0.53345798 -0.00801401 0.00115415 0.06612793 -0.01044171
66 10.83958578 10.86789776 0.54014176 -0.00706816 0.00154264 0.08838666 -0.00223564
67 11.03881193 11.06916974 0.54949542 -0.00736710 0.00161668 0.09262917 -0.00428573
68 11.23803807 11.22010741 0.55636472 -0.00656772 0.00179174 0.10265941 0.00136490
69 11.43726421 11.37103032 0.56316166 -0.00567950 0.00196787 0.11275091 0.00681287
70 11.63649036 11.57221560 0.57249105 -0.00595519 0.00194890 0.11166352 0.00504717
71 11.83571650 11.72323224 0.57906724 -0.00480393 0.00237137 0.13586928 0.01181098
72 12.03494265 11.92533063 0.58919259 -0.00591809 0.00166225 0.09523990 0.00437445
73 12.03494265 12.07692374 0.59584108 -0.00840781 0.00201145 0.11524734 -0.01131484
74 12.23416879 12.27904687 0.60477252 -0.00827991 0.00235550 0.13496012 -0.00970917
75 12.43339493 12.43063770 0.61157388 -0.00736198 0.00249770 0.14310747 -0.00289569
76 12.63262108 12.63276071 0.62056053 -0.00727426 0.00276023 0.15814979 -0.00183230
77 12.83184722 12.78434239 0.62749913 -0.00647328 0.00274537 0.15729783 0.00293279
78 13.03107337 12.98645177 0.63672864 -0.00662551 0.00274180 0.15709346 0.00197170
79 13.23029951 13.13803859 0.64353827 -0.00569046 0.00281242 0.16113981 0.00720608
80 13.23029951 13.28962052 0.65045943 -0.00860510 0.00277737 0.15913174 -0.01143615
81 13.42952566 13.49174988 0.65936987 -0.00845648 0.00301505 0.17274975 -0.00979944
82 13.62875180 13.64335247 0.66585350 -0.00719780 0.00334668 0.19175058 -0.00010452
83 13.82797794 13.79493069 0.67293229 -0.00651216 0.00313948 0.17987886 0.00348117
84 14.02720409 13.99704113 0.68214284 -0.00664721 0.00308907 0.17699044 0.00255873
85 14.22643023 14.14862934 0.68892503 -0.00567079 0.00313509 0.17962721 0.00801818
86 14.42565638 14.35071599 0.69814466 -0.00582029 0.00304113 0.17424406 0.00702801
87 14.42565638 14.50227309 0.70500894 -0.00871437 0.00302301 0.17320566 -0.01190992
88 14.62488252 14.65385458 0.71136598 -0.00733963 0.00346715 0.19865334 -0.00067406
89 14.82410867 14.85593935 0.72057137 -0.00746559 0.00336746 0.19294149 -0.00174351
90 15.02333481 15.00748072 0.72792978 -0.00705516 0.00291208 0.16684985 -0.00023742
91 15.22256095 15.20955677 0.73735915 -0.00740768 0.00274869 0.15748822 -0.00288608
92 15.42178710 15.36112911 0.74415606 -0.00646056 0.00286147 0.16394990 0.00298431
93 15.62101324 15.51271112 0.75104029 -0.00560014 0.00285918 0.16381917 0.00753050
94 15.82023939 15.71481525 0.76035075 -0.00584326 0.00274905 0.15750903 0.00598094
95 15.82023939 15.86641586 0.76686721 -0.00836636 0.00306536 0.17563198 -0.00897788
96 16.01946553 16.06852776 0.77610906 -0.00852598 0.00298024 0.17075512 -0.01037150
97 16.21869167 16.22013503 0.78278735 -0.00745645 0.00314057 0.17994151 -0.00244264
98 16.41791782 16.42227159 0.79177883 -0.00737441 0.00328011 0.18793656 -0.00159030
99 16.61714396 16.57386632 0.79868194 -0.00651382 0.00322309 0.18466971 0.00343905
100 16.81637011 16.77598778 0.80788347 -0.00664059 0.00315375 0.18069667 0.00255809
101 17.01559625 16.92758165 0.81468973 -0.00568686 0.00316784 0.18150391 0.00777860
102 17.01559625 17.07918165 0.82132944 -0.00838872 0.00331749 0.19007794 -0.00863166
103 17.21482240 17.28130612 0.83070292 -0.00866454 0.00306759 0.17575983 -0.01135919
104 17.41404854 17.43292481 0.83712512 -0.00734567 0.00343582 0.19685786 -0.00088910
105 17.41404854 18.64562867 0.88767943 -0.00349876 0.00430291 0.24653841 0.02994872
106 17.41404854 19.50384034 0.94031718 -0.01509267 -0.00235435 -0.13489425 -0.05685659
107 17.41404854 19.65587559 0.93746410 -0.00807987 0.00640470 0.36696212 0.00010677
108 17.61327468 19.80752591 0.94279524 -0.00551705 0.00720641 0.41289664 0.01827365
109 17.81250083 20.00958015 0.95405213 -0.00764254 0.00479202 0.27456236 -0.00086826
110 18.01172697 20.16117382 0.96123886 -0.00700147 0.00431455 0.24720553 0.00176447
111 18.21095312 20.36333770 0.96989777 -0.00658372 0.00450034 0.25785038 0.00490757
112 18.41017926 20.51494434 0.97667866 -0.00555075 0.00435202 0.24935213 0.01005947
113 18.60940541 20.71706823 0.98603752 -0.00586211 0.00393203 0.22528863 0.00770177
114 18.60940541 20.86867850 0.99261973 -0.00861855 0.00402879 0.23083250 -0.00888154
115 18.80863155 21.07083355 1.00160428 -0.00852363 0.00397605 0.22781110 -0.00822957
116 19.00785769 21.22244382 1.00840044 -0.00751701 0.00388454 0.22256776 -0.00119798
117 19.20708384 21.42459378 1.01734395 -0.00738717 0.00391317 0.22420807 -0.00012781
118 19.40630998 21.57617857 1.02464333 -0.00689011 0.00339847 0.19471809 0.00165366
119 19.60553613 21.72768808 1.03207463 -0.00657634 0.00287080 0.16448490 0.00220614
120 19.80476227 21.92970919 1.04109437 -0.00651759 0.00296431 0.16984233 0.00275282
121 20.00398841 22.08122340 1.04810696 -0.00579597 0.00280974 0.16098624 0.00628716
122 20.20321456 22.28324549 1.05722469 -0.00583529 0.00285125 0.16336464 0.00614174
123 20.20321456 22.43478576 1.06377504 -0.00840654 0.00312154 0.17885092 -0.00917178
124 20.40244070 22.63682460 1.07302676 -0.00857650 0.00301355 0.17266394 -0.01069254
125 20.60166685 22.78838491 1.07948377 -0.00728968 0.00337454 0.19334693 -0.00087032
126 20.80089299 22.99049596 1.08863215 -0.00736193 0.00334623 0.19172508 -0.00138465
127 21.00011914 23.14207100 1.09565560 -0.00662125 0.00319258 0.18292118 0.00269065
128 21.19934528 23.34419564 1.10449452 -0.00637928 0.00341943 0.19591913 0.00467757
129 21.39857142 23.49577160 1.11153150 -0.00565895 0.00321421 0.18416043 0.00801501
130 21.59779757 23.69788282 1.12084422 -0.00590697 0.00303962 0.17415762 0.00632341
131 21.59779757 23.84951284 1.12754966 -0.00865025 0.00313655 0.17971110 -0.01109807
132 21.79702371 24.00115360 1.13390561 -0.00726298 0.00354263 0.20297781 -0.00008830
133 21.99624986 24.20330161 1.14316365 -0.00743716 0.00335662 0.19232005 -0.00164687
134 22.19547600 24.35490526 1.15017143 -0.00667676 0.00319289 0.18293932 0.00266832
135 22.39470215 24.50651521 1.15696370 -0.00570750 0.00319758 0.18320762 0.00806260
136 22.59392829 24.70865047 1.16620175 -0.00587583 0.00305642 0.17512003 0.00688356
137 22.79315443 24.86024630 1.17369625 -0.00566882 0.00250587 0.14357587 0.00665198
138 22.99238058 25.06239600 1.18298407 -0.00588609 0.00241308 0.13825953 0.00528422
139 22.99238058 25.21402963 1.18943175 -0.00828951 0.00278047 0.15930932 -0.00895013
140 23.19160672 25.36561310 1.19620906 -0.00732652 0.00284603 0.16306571 -0.00211151
141 23.39083287 25.56760574 1.20523234 -0.00727730 0.00294895 0.16896251 -0.00157002
142 23.59005901 25.71910367 1.21208108 -0.00637959 0.00293845 0.16836092 0.00376739
143 23.78928515 25.92110902 1.22122588 -0.00645176 0.00289345 0.16578242 0.00328783
144 23.98851130 26.07259588 1.22842196 -0.00592509 0.00262259 0.15026348 0.00550543
145 24.18773744 26.27462897 1.23725693 -0.00566145 0.00292802 0.16776296 0.00752937
146 24.18773744 26.42614951 1.24419892 -0.00861349 0.00285958 0.16384211 -0.01133656
147 24.38696359 26.57772853 1.25068240 -0.00736300 0.00322720 0.18490492 -0.00152645
148 24.58618973 26.77983807 1.25984800 -0.00745186 0.00320000 0.18334646 -0.00217174
149 24.78541588 26.93141552 1.26681474 -0.00665911 0.00311330 0.17837878 0.00247398
150 24.98464202 27.08300262 1.27361473 -0.00570014 0.00314562 0.18023072 0.00779298
151 25.18386816 27.28511683 1.28272079 -0.00573032 0.00313992 0.17990415 0.00766654
152 25.18386816 27.43669402 1.28969268 -0.00873749 0.00302401 0.17326286 -0.01207508
153 25.38309431 27.63887774 1.29840207 -0.00839979 0.00335285 0.19210426 -0.00864296
154 25.58232045 27.79051847 1.30494955 -0.00718756 0.00356118 0.20404044 0.00064057
155 25.78154660 27.94212925 1.31208154 -0.00654065 0.00325628 0.18657117 0.00379104
156 25.98077274 28.14426720 1.32167842 -0.00705944 0.00280286 0.16059190 -0.00041566
157 26.17999889 28.29586483 1.32891955 -0.00657071 0.00251516 0.14410788 0.00181858
158 26.37922503 28.49802472 1.33782764 -0.00638906 0.00276812 0.15860165 0.00335962
159 26.57845117 28.64965328 1.34477010 -0.00559513 0.00270831 0.15517481 0.00744797
160 26.57845117 28.80127666 1.35173410 -0.00853111 0.00259349 0.14859585 -0.01115922
161 26.77767732 29.00345509 1.36054855 -0.00828372 0.00286063 0.16390209 -0.00875955
162 26.97690346 29.15495104 1.36734592 -0.00733900 0.00288395 0.16523835 -0.00205196
163 27.17612961 29.35692854 1.37651997 -0.00743841 0.00282919 0.16210063 -0.00281470
164 27.37535575 29.50842619 1.38332447 -0.00650101 0.00286066 0.16390380 0.00300486
165 27.57458189 29.71043198 1.39232547 -0.00642633 0.00292499 0.16758964 0.00364199
166 27.77380804 29.86191129 1.39953520 -0.00591151 0.00263080 0.15073359 0.00574358
167 27.77380804 30.01343378 1.40605373 -0.00842687 0.00295771 0.16946453 -0.00969909
168 28.13970703 30.21547271 1.41509863 -0.00523655 0.00305973 0.17530968 0.01015533
169 28.13970703 30.36703539 1.42241872 -0.00856344 0.00266680 0.15279620 -0.01129984
170 28.47305273 30.56915060 1.43144474 -0.00600368 0.00284023 0.16273317 0.00555110
171 28.63972557 30.72074094 1.43812605 -0.00554004 0.00300631 0.17224911 0.00834174
172 28.80639842 30.92284011 1.44750286 -0.00646524 0.00282246 0.16171483 0.00293156
173 28.97307127 31.07443555 1.45410681 -0.00592380 0.00306062 0.17536058 0.00642858
174 29.11586454 31.22602464 1.46087388 -0.00600630 0.00312685 0.17915508 -0.14883445
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361 62.40200230 2.53129020 -2.62117952 -0.00591159 0.00316952 0.18160034 0.00656673
362 62.60063982 2.32922335 -2.63174064 -0.00566529 0.00338386 0.19388102 0.00847687
363 62.60063982 2.17768357 -2.64002109 -0.00871526 0.00322484 0.18476954 -0.01148128
364 62.99791486 1.97560951 -2.65055661 -0.00462110 0.00347422 0.19905830 0.01391751
365 62.99791486 1.82411687 -2.65945634 -0.00828392 0.00278591 0.15962079 -0.00889127
366 63.19655237 1.67259482 -2.66772918 -0.00752888 0.00274275 0.15714826 -0.00372129
367 63.39518989 1.52106789 -2.67588002 -0.00665123 0.00281285 0.16116441 0.00171662
368 63.59382741 1.31902475 -2.68656376 -0.00653083 0.00303029 0.17362267 0.00283734
369 63.79246493 1.16750575 -2.69469263 -0.00561955 0.00304578 0.17451060 0.00772923
370 63.79246493 1.01599696 -2.70297163 -0.00862568 0.00293540 0.16818584 -0.01122561
371 64.12581066 0.81395308 -2.71336206 -0.00564904 0.00336550 0.19282917 0.00836495
372 64.29248353 0.66245782 -2.72175444 -0.00562410 0.00312041 0.17878630 0.00790500
373 64.45915640 0.46046632 -2.73303486 -0.00673430 0.00279640 0.16022184 0.00112676
374 64.62582926 0.30891288 -2.74042843 -0.00565999 0.00347184 0.19892170 0.00856049
375 64.79250213 0.15740827 -2.74873205 -0.00553840 0.00329112 0.18856713 0.00875658
376 64.95917500 -0.04458542 -2.76009122 -0.00673486 0.00287293 0.16460683 -0.00164955
377 65.12584786 -0.19614655 -2.76735400 -0.00552686 0.00365494 0.20941287 -0.01606759
378 65.29252073 -0.39830532 -2.77557142 -0.00354159 0.00581645 0.33325786 -0.08069245

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#!/usr/bin/env python3
# -*- coding: utf-8 -*-
"""
读取当前目录下:
mission_center_logger.txt
mission_center_logger1.txt
mission_center_logger2.txt
...
从 [path_follow] 日志中提取:
LQR: dis=..., alpha=...
path controller, current pose point:x:..., y:..., yaw:...
绘制:
1. 横向误差 dis 随实际行驶路程变化
2. 航向误差 alpha 随实际行驶路程变化
说明:
- dis:按你日志中的 LQR dis,单位通常是 m
- alpha:按你日志中的 alpha,单位是 rad
- 路程:根据连续 current pose 的 x/y 计算累计行驶距离
- 日志中同一时刻可能重复打印多次,因此脚本会保留数据,
但累计距离对相同位置不会增加。
"""
import re
from pathlib import Path
import numpy as np
import matplotlib.pyplot as plt
# ============================================================
# 1. 日志文件
# ============================================================
LOG_PATTERN = "logs/mission_center_logger*.txt"
files = sorted(Path(".").glob(LOG_PATTERN))
if not files:
raise FileNotFoundError(
f"当前目录没有找到 {LOG_PATTERN}"
)
print("找到日志文件:")
for f in files:
print(" ", f)
# ============================================================
# 2. 正则表达式
# ============================================================
# LQR:
# [LQR: dis=0.001038186, alpha=-0.003193076, ...
lqr_pattern = re.compile(
r"\[LQR:\s*"
r"dis=([-+0-9.eE]+),\s*"
r"alpha=([-+0-9.eE]+)"
)
# current pose:
# [path controller, current pose point:x:24.68, y:1.16, yaw:0.026;
pose_pattern = re.compile(
r"current pose point:x:([-+0-9.eE]+),\s*"
r"y:([-+0-9.eE]+),\s*"
r"yaw:([-+0-9.eE]+)"
)
yaw_command_pattern = re.compile(
r"PP output angular=([-+0-9.eE]+)"
)
# ============================================================
# 3. 读取日志
# ============================================================
all_data = []
for file in files:
print(f"\n读取:{file}")
pending_lqr = None
pending_yaw = None
with file.open("r", encoding="utf-8", errors="ignore") as f:
for line in f:
# ---- LQR误差 ----
m_lqr = lqr_pattern.search(line)
if m_lqr:
dis = float(m_lqr.group(1))
alpha = float(m_lqr.group(2))
pending_lqr = {
"dis": dis,
"alpha": alpha,
}
# ---- 当前车辆位置 ----
m_pose = pose_pattern.search(line)
m_yaw = yaw_command_pattern.search(line)
if m_yaw:
pending_yaw = float(m_yaw.group(1))
if m_pose and pending_lqr is not None:
x = float(m_pose.group(1))
y = float(m_pose.group(2))
yaw = float(m_pose.group(3))
all_data.append({
"file": file.name,
"x": x,
"y": y,
"yaw": yaw,
"dis": pending_lqr["dis"],
"alpha": pending_lqr["alpha"],
"yaw_command": pending_yaw,
})
pending_lqr = None
if not all_data:
raise RuntimeError(
"没有解析到数据,请检查日志格式是否和示例一致。"
)
print(f"\n总共解析 {len(all_data)} 个数据点")
# ============================================================
# 4. 根据 x/y 计算实际行驶路程
# ============================================================
x = np.array([d["x"] for d in all_data])
y = np.array([d["y"] for d in all_data])
dis = np.array([d["dis"] for d in all_data])
alpha = np.array([d["alpha"] for d in all_data])
yaw_command = np.array([d["yaw_command"] for d in all_data])
# 连续位置之间的距离
step_distance = np.sqrt(
np.diff(x) ** 2 +
np.diff(y) ** 2
)
# 累计路程
distance = np.zeros(len(x))
if len(x) > 1:
distance[1:] = np.cumsum(step_distance)
# ============================================================
# 5. 如果希望横向误差取绝对值,可以取消下面注释
# ============================================================
# dis = np.abs(dis)
# 注意:
# 不建议默认取绝对值。
# 保留正负号可以观察车辆是在路径左侧还是右侧。
# ============================================================
# 6. 输出基本统计信息
# ============================================================
print("\n========== 误差统计 ==========")
print(
f"总行驶距离 : {distance[-1]:.3f} m"
)
print(
f"横向误差最大值 : {np.max(dis):.6f} m"
)
print(
f"横向误差最小值 : {np.min(dis):.6f} m"
)
print(
f"横向误差绝对最大: {np.max(np.abs(dis)):.6f} m"
)
print(
f"横向误差 RMS : {np.sqrt(np.mean(dis ** 2)):.6f} m"
)
print(
f"航向误差最大值 : {np.max(alpha):.6f} rad "
f"({np.degrees(np.max(alpha)):.3f} deg)"
)
print(
f"航向误差最小值 : {np.min(alpha):.6f} rad "
f"({np.degrees(np.min(alpha)):.3f} deg)"
)
print(
f"航向误差绝对最大: {np.max(np.abs(alpha)):.6f} rad "
f"({np.degrees(np.max(np.abs(alpha))):.3f} deg)"
)
print(
f"航向误差 RMS : {np.sqrt(np.mean(alpha ** 2)):.6f} rad "
f"({np.degrees(np.sqrt(np.mean(alpha ** 2))):.3f} deg)"
)
# ============================================================
# 7. 转换航向误差为角度
# ============================================================
alpha_deg = np.degrees(alpha)
# ============================================================
# 8. 图1:横向误差
# ============================================================
plt.figure(figsize=(12, 5))
plt.plot(
distance,
dis,
linewidth=2.0
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel("Travel Distance (m)")
plt.ylabel("Lateral Error dis (m)")
plt.title("Lateral Error vs Travel Distance")
plt.grid(True, alpha=0.3)
plt.tight_layout()
plt.savefig(
"lateral_error_vs_distance.png",
dpi=200
)
plt.show()
# ============================================================
# 9. 图2:航向误差
# ============================================================
plt.figure(figsize=(12, 5))
plt.plot(
distance,
alpha_deg,
linewidth=2.0
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel("Travel Distance (m)")
plt.ylabel("Heading Error alpha (deg)")
plt.title("Heading Error vs Travel Distance")
plt.grid(True, alpha=0.3)
plt.tight_layout()
plt.savefig(
"heading_error_vs_distance.png",
dpi=200
)
plt.show()
# ============================================================
# 13. 航向误差 rad
# ============================================================
plt.figure(
figsize=(12, 5)
)
plt.plot(
distance,
yaw_command,
linewidth=1.2
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel(
"Distance (m)"
)
plt.ylabel(
"Yaw Command (rad)"
)
plt.title(
"Recalculated Yaw Command"
)
plt.grid(True)
plt.tight_layout()
plt.show()
# ============================================================
# 10. 同时保存 CSV,方便后续 MATLAB / Excel 分析
# ============================================================
output = np.column_stack(
(
distance,
x,
y,
dis,
alpha,
alpha_deg,
yaw_command,
)
)
np.savetxt(
"path_tracking_error.csv",
output,
delimiter=",",
header="distance_m,x_m,y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command",
comments="",
fmt="%.8f"
)
print("\n输出文件:")
print(" lateral_error_vs_distance.png")
print(" heading_error_vs_distance.png")
print(" path_tracking_error.csv")

163
pp_lqr_stanley_error.py Normal file
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import csv
import os
import matplotlib.pyplot as plt
import numpy as np
files = [
"U_turn_0.32_lqr.csv",
"U_turn_0.32_pp.csv",
"U_turn_0.32_stanley.csv",
]
data = {}
for file in files:
if not os.path.exists(file):
raise FileNotFoundError(f"找不到文件: {file}")
distance = []
lateral_error = []
heading_error = []
yaw_command = []
with open(file, "r", encoding="utf-8-sig", newline="") as f:
reader = csv.DictReader(f)
required = {"distance_m", "lateral_error_m", "heading_error_rad","yaw_command"}
if not required.issubset(reader.fieldnames or []):
raise ValueError(
f"{file} 缺少必要列,需要: {required},实际列: {reader.fieldnames}"
)
for row in reader:
try:
distance.append(float(row["distance_m"]))
lateral_error.append(abs(float(row["lateral_error_m"])))
heading_error.append(abs(float(row["heading_error_rad"])))
yaw_command.append(float(row["yaw_command"]))
except (ValueError, TypeError):
continue
name = os.path.splitext(os.path.basename(file))[0]
data[name] = {
"distance": distance,
"lateral_error": lateral_error,
"heading_error": heading_error,
"yaw_command": yaw_command,
}
# 颜色由 matplotlib 自动分配,不手动指定
names = list(data.keys())
# =========================
# 图1:Lateral Error
# =========================
plt.figure(figsize=(12, 6))
for name in names:
plt.plot(
data[name]["distance"],
data[name]["lateral_error"],
label=name,
linewidth=1.5,
)
plt.xlabel("Distance (m)")
plt.ylabel("Lateral Error (m)")
plt.title("Lateral Error Comparison")
plt.grid(True, alpha=0.3)
plt.legend(["LQR", "Pure Pursuit", "Stanley"])
plt.tight_layout()
lateral_output = "U_turn_lateral_error_comparison.png"
plt.savefig(lateral_output, dpi=200)
plt.show()
# =========================
# 图2:Heading Error
# =========================
plt.figure(figsize=(12, 6))
for name in names:
plt.plot(
data[name]["distance"],
data[name]["heading_error"],
label=name,
linewidth=1.5,
)
plt.axhline(0, linewidth=2.0)
plt.xlabel("Distance (m)")
plt.ylabel("Heading Error (rad)")
plt.title("Heading Error Comparison")
plt.grid(True, alpha=0.3)
plt.legend(["LQR", "Pure Pursuit", "Stanley"])
plt.tight_layout()
heading_output = "U_turn_heading_error_comparison.png"
plt.savefig(heading_output, dpi=200)
plt.show()
# =========================
# 图3:Yaw Command
# =========================
plt.figure(figsize=(12, 6))
for name in names:
plt.plot(
data[name]["distance"],
data[name]["yaw_command"],
label=name,
linewidth=1.5,
)
plt.axhline(0, linewidth=2.0)
plt.xlabel("Distance (m)")
plt.ylabel("Yaw Command (rad)")
plt.title("Yaw Command Comparison")
plt.grid(True, alpha=0.3)
plt.legend(["LQR", "Pure Pursuit", "Stanley"])
plt.tight_layout()
yaw_output = "U_turn_yaw_command_comparison.png"
plt.savefig(yaw_output, dpi=200)
plt.show()
print("读取完成:")
for name in names:
print(f"{name}: {len(data[name]['distance'])} points")
print("\n已保存:")
print(lateral_output)
print(heading_output)
print(yaw_output)
print("\n" + "=" * 100)
print(
f"{'Controller':<20}"
f"{'Lat Max(m)':>12}"
f"{'Lat Mean(m)':>13}"
f"{'Lat RMSE(m)':>14}"
f"{'Lat P95(m)':>13}"
f"{'Head Max(deg)':>15}"
f"{'Head RMSE(deg)':>16}"
)
print("=" * 100)
for name in names:
lat = np.array(data[name]["lateral_error"])
head = np.array(data[name]["heading_error"])
print(
f"{name:<20}"
f"{np.max(lat):>12.4f}"
f"{np.mean(lat):>13.4f}"
f"{np.sqrt(np.mean(lat**2)):>14.4f}"
f"{np.percentile(lat, 95):>13.4f}"
f"{np.degrees(np.max(head)):>15.4f}"
f"{np.degrees(np.sqrt(np.mean(head**2))):>16.4f}"
)
print("=" * 100)

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import re
import csv
from pathlib import Path
import numpy as np
import matplotlib.pyplot as plt
# ============================================================
# 参数
# ============================================================
LOG_PATTERN = "logs/mission_center_logger*.txt"
# 每 5 个完整数据取 1 个
SAMPLE_STEP = 40
CSV_FILE = "recalculated_tracking_error.csv"
# ============================================================
# 1. 查找日志文件
# ============================================================
files = sorted(
Path(".").glob(LOG_PATTERN)
)
if not files:
raise FileNotFoundError(
f"当前目录没有找到:{LOG_PATTERN}"
)
print("找到日志文件:")
for file in files:
print(" ", file)
# ============================================================
# 2. 正则表达式
# ============================================================
# ------------------------------------------------------------
# current pose
#
# [debug] [path_follow]
# [current_pose_x:11.57,
# current_pose_y:-2.13,
# current_pose_yaw:-3.10]
# ------------------------------------------------------------
current_pose_pattern = re.compile(
r"current_pose_x:([-+0-9.eE]+),\s*"
r"current_pose_y:([-+0-9.eE]+),\s*"
r"current_pose_yaw:([-+0-9.eE]+)"
)
# ------------------------------------------------------------
# current path
#
# [debug] [path_follow]
# [current_path_x:11.59,
# current_path_y:-2.12,
# current_path_yaw:-3.10]
# ------------------------------------------------------------
current_path_pattern = re.compile(
r"current_path_x:([-+0-9.eE]+),\s*"
r"current_path_y:([-+0-9.eE]+),\s*"
r"current_path_yaw:([-+0-9.eE]+)"
)
# ============================================================
# 3. 函数:角度归一化
# ============================================================
def normalize_angle(angle):
return (
angle + np.pi
) % (
2.0 * np.pi
) - np.pi
# ============================================================
# 4. 函数:根据 current pose + path 重新计算
# ============================================================
def calculate_errors(
current_x,
current_y,
current_yaw,
path_x,
path_y,
path_yaw
):
# --------------------------------------------------------
# 世界坐标系下的位置差
# --------------------------------------------------------
dx = path_x - current_x
dy = path_y - current_y
# --------------------------------------------------------
# 转换到车辆坐标系
#
# vehicle frame:
#
# x
# ↑
# |
# |
# ● -----> y
#
# 根据当前 yaw 进行旋转
# --------------------------------------------------------
lon_dis = (
np.cos(current_yaw) * dx
+
np.sin(current_yaw) * dy
)
dis = (
-np.sin(current_yaw) * dx
+
np.cos(current_yaw) * dy
)
# --------------------------------------------------------
# 车辆到路径点的欧氏距离
# --------------------------------------------------------
distance = np.sqrt(
dx * dx +
dy * dy
)
# --------------------------------------------------------
# 航向误差
# --------------------------------------------------------
alpha = normalize_angle(
path_yaw - current_yaw
)
# --------------------------------------------------------
# deg
# --------------------------------------------------------
alpha_deg = np.degrees(alpha)
return (
distance,
lon_dis,
dis,
alpha,
alpha_deg
)
# ============================================================
# 5. 读取日志
# ============================================================
all_data = []
total_raw_count = 0
for file in files:
print()
print("=" * 70)
print(f"读取:{file}")
print("=" * 70)
# --------------------------------------------------------
# 每个文件单独计数
# --------------------------------------------------------
file_data_count = 0
# --------------------------------------------------------
# 临时保存 current pose
# --------------------------------------------------------
pending_pose = None
with file.open(
"r",
encoding="utf-8",
errors="ignore"
) as f:
for line in f:
# =================================================
# current pose
# =================================================
m_pose = current_pose_pattern.search(
line
)
if m_pose:
pending_pose = {
"x": float(
m_pose.group(1)
),
"y": float(
m_pose.group(2)
),
"yaw": float(
m_pose.group(3)
),
}
continue
# =================================================
# current path
# =================================================
m_path = current_path_pattern.search(
line
)
if (
m_path is not None
and
pending_pose is not None
):
path_x = float(
m_path.group(1)
)
path_y = float(
m_path.group(2)
)
path_yaw = float(
m_path.group(3)
)
# =================================================
# 重新计算
# =================================================
(
point_distance,
lon_dis,
dis,
alpha,
alpha_deg
) = calculate_errors(
pending_pose["x"],
pending_pose["y"],
pending_pose["yaw"],
path_x,
path_y,
path_yaw
)
# =================================================
# 每 SAMPLE_STEP 个数据取一个
# =================================================
if file_data_count % SAMPLE_STEP == 0:
all_data.append({
"file": file.name,
"current_x":
pending_pose["x"],
"current_y":
pending_pose["y"],
"current_yaw":
pending_pose["yaw"],
"path_x":
path_x,
"path_y":
path_y,
"path_yaw":
path_yaw,
"point_distance":
point_distance,
"lon_dis":
lon_dis,
"dis":
dis,
"alpha":
alpha,
"alpha_deg":
alpha_deg,
})
file_data_count += 1
total_raw_count += 1
# ------------------------------------------------
# 清空
# ------------------------------------------------
pending_pose = None
print(
f"原始完整数据:{file_data_count}"
)
print(
f"抽样后数据:"
f"{(file_data_count + SAMPLE_STEP - 1) // SAMPLE_STEP}"
)
# ============================================================
# 6. 检查
# ============================================================
if not all_data:
raise RuntimeError(
"没有解析到 current_pose + current_path 数据。"
)
print()
print("=" * 70)
print("解析完成")
print("=" * 70)
print(
f"原始数据:{total_raw_count}"
)
print(
f"最终数据:{len(all_data)}"
)
# ============================================================
# 7. 提取数据
# ============================================================
current_x = np.array([
d["current_x"]
for d in all_data
])
current_y = np.array([
d["current_y"]
for d in all_data
])
current_yaw = np.array([
d["current_yaw"]
for d in all_data
])
path_x = np.array([
d["path_x"]
for d in all_data
])
path_y = np.array([
d["path_y"]
for d in all_data
])
path_yaw = np.array([
d["path_yaw"]
for d in all_data
])
point_distance = np.array([
d["point_distance"]
for d in all_data
])
lon_dis = np.array([
d["lon_dis"]
for d in all_data
])
dis = np.array([
d["dis"]
for d in all_data
])
alpha = np.array([
d["alpha"]
for d in all_data
])
alpha_deg = np.array([
d["alpha_deg"]
for d in all_data
])
# ============================================================
# 8. 计算车辆累计行驶距离
# ============================================================
if len(path_x) > 1:
dx = np.diff(
path_x
)
dy = np.diff(
path_y
)
step_distance = np.sqrt(
dx ** 2 +
dy ** 2
)
else:
step_distance = np.array([])
for i in range(len(step_distance)
):
if step_distance[i] > 0.5:
step_distance[i] = 0.0
print(
f"Warning: step_distance[{i}] = {step_distance[i]:.3f} m, which is too large. Setting it to 0.0.")
distance_m = np.zeros(
len(path_x)
)
if len(path_x) > 1:
distance_m[1:] = np.cumsum(
step_distance
)
# ============================================================
# 9. 保存 CSV
# ============================================================
print()
print("=" * 70)
print("保存 CSV")
print("=" * 70)
with open(
CSV_FILE,
"w",
newline="",
encoding="utf-8-sig"
) as f:
writer = csv.writer(f)
writer.writerow([
"distance_m",
"current_x_m",
"current_y_m",
"lateral_error_m",
"heading_error_rad",
"heading_error_deg",
])
for i in range(
len(all_data)
):
writer.writerow([
f"{distance_m[i]:.8f}",
f"{current_x[i]:.8f}",
f"{current_y[i]:.8f}",
f"{dis[i]:.8f}",
f"{alpha[i]:.8f}",
f"{alpha_deg[i]:.8f}",
])
print(
f"CSV 已保存:"
f"{Path(CSV_FILE).resolve()}"
)
# ============================================================
# 11. 横向误差
# ============================================================
plt.figure(
figsize=(12, 5)
)
plt.plot(
distance_m,
dis,
linewidth=1.2
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel(
"Distance (m)"
)
plt.ylabel(
"Lateral Error (m)"
)
plt.title(
"Recalculated Lateral Error"
)
plt.grid(True)
plt.tight_layout()
plt.show()
# ============================================================
# 13. 航向误差 rad
# ============================================================
plt.figure(
figsize=(12, 5)
)
plt.plot(
distance_m,
alpha,
linewidth=1.2
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel(
"Distance (m)"
)
plt.ylabel(
"Heading Error (rad)"
)
plt.title(
"Recalculated Heading Error"
)
plt.grid(True)
plt.tight_layout()
plt.show()
# ============================================================
# 15. 车辆轨迹 + 路径点
# ============================================================
plt.figure(
figsize=(8, 8)
)
plt.plot(
current_x,
current_y,
linewidth=1.2,
label="Current Pose"
)
plt.plot(
path_x,
path_y,
linestyle="--",
linewidth=1.0,
label="Current Path Point"
)
plt.scatter(
current_x[0],
current_y[0],
s=50,
label="Start"
)
plt.scatter(
current_x[-1],
current_y[-1],
s=50,
label="End"
)
plt.xlabel(
"X (m)"
)
plt.ylabel(
"Y (m)"
)
plt.title(
"Current Pose and Path"
)
plt.axis(
"equal"
)
plt.grid(True)
plt.legend()
plt.tight_layout()
plt.show()
# ============================================================
# 16. 误差统计
# ============================================================
print()
print("=" * 70)
print("误差统计")
print("=" * 70)
print(
f"最大横向误差:"
f"{np.max(np.abs(dis)):.6f} m"
)
print(
f"平均绝对横向误差:"
f"{np.mean(np.abs(dis)):.6f} m"
)
print(
f"横向误差 RMSE:"
f"{np.sqrt(np.mean(dis ** 2)):.6f} m"
)
print()
print(
f"最大纵向误差:"
f"{np.max(np.abs(lon_dis)):.6f} m"
)
print(
f"平均绝对纵向误差:"
f"{np.mean(np.abs(lon_dis)):.6f} m"
)
print(
f"纵向误差 RMSE:"
f"{np.sqrt(np.mean(lon_dis ** 2)):.6f} m"
)
print()
print(
f"最大航向误差:"
f"{np.max(np.abs(alpha_deg)):.6f} deg"
)
print(
f"平均绝对航向误差:"
f"{np.mean(np.abs(alpha_deg)):.6f} deg"
)
print(
f"航向误差 RMSE:"
f"{np.sqrt(np.mean(alpha_deg ** 2)):.6f} deg"
)
print()
print(
f"最大车辆-路径点距离:"
f"{np.max(point_distance):.6f} m"
)
print(
f"平均车辆-路径点距离:"
f"{np.mean(point_distance):.6f} m"
)
print(
f"总行驶距离:"
f"{distance_m[-1]:.3f} m"
)

View File

@ -26,7 +26,7 @@ path_follow_handler_node:
device_id: "2072868304711761920"
controller_type: "lqr" # "pure_pursuit", "lqr", "pid"
controller_type: "stanley" # "pure_pursuit", "lqr", "pid","stanley"
# logger
logger_logger_name: "path_follow"

View File

@ -188,6 +188,7 @@ protected:
logger_->debug("current_point_index_:{}, path_points_ size:{}, distance2:{}, distance1:{}",
current_point_index_, path_points_.size(), distance2, distance1);
// 如果current_point_index_+1的距离小于current_point_index_距离,current_point_index_++
if (distance2 < distance1) {
@ -216,7 +217,7 @@ protected:
double mission_speed_{0.0};
double turn_radius_{0.3};
double max_allowed_speed_{1.0};
double wheel_dis_{0.95};
double wheel_dis_{0.5};
std::vector<PathPoint> path_points_;
int current_point_index_{0};
bool is_initialized_{false};

View File

@ -8,6 +8,7 @@
#include "lqr_control.hpp"
#include "pid_control.hpp"
#include "pure_pursuit_control.hpp"
#include "stanley_control.hpp"
#include "spdlog/logger.h"
#include "spdlog/spdlog.h"
#include "spdlog/sinks/rotating_file_sink.h"
@ -27,7 +28,7 @@ protected:
// 从PathTrackingController的参数映射到原有控制器的init参数
// 注意:原有控制器需要max_linear_vel, max_angular_vel, kp, ki, kd, look_ahead_dis, kv
// 这里需要根据需求设置合适的参数值
float max_linear_vel = mission_speed_;
float max_linear_vel = mission_speed_ ;
float max_angular_vel = mission_speed_ / turn_radius_; // 根据转弯半径估算最大角速度
float max_angular_vel_theory = max_allowed_speed_/wheel_dis_;
max_angular_vel = std::max(max_angular_vel, max_angular_vel_theory);
@ -173,7 +174,7 @@ public:
protected:
bool onInitialize() override {
float max_linear_vel = mission_speed_;
float max_linear_vel = mission_speed_ ;
float max_angular_vel = mission_speed_ / turn_radius_;
float max_angular_vel_theory = max_allowed_speed_/wheel_dis_;
max_angular_vel = std::max(max_angular_vel, max_angular_vel_theory);
@ -183,7 +184,7 @@ protected:
float look_ahead_dis = 0.4; // 前视距离,需要根据实际情况调整
float kv = 0.6; // 速度系数,需要根据实际情况调整
adapter_look_ahead_dis_ = look_ahead_dis;
logger_->debug("PP para mission_speed_={}, turn_radius_={} frontdis={}", mission_speed_, turn_radius_,adapter_look_ahead_dis_ );
//logger_->debug("PP para mission_speed_={}, turn_radius_={} frontdis={}", mission_speed_, turn_radius_,adapter_look_ahead_dis_ );
controller_->init(max_linear_vel, max_angular_vel, kp, ki, kd, adapter_look_ahead_dis_, kv);
return true;
}
@ -258,40 +259,13 @@ private:
dis = static_cast<float>(-dx * sin(path_yaw) + dy * cos(path_yaw));
lon_dis = static_cast<float>(sqrt(dx * dx + dy * dy));
kappa = static_cast<float>(path_points_[idx].kappa);
logger_->info(
"PurePursuit parameters:\n"
" current_x:{}, current_y:{}, current_yaw:{}\n"
" current_path_x:{}, current_path_y:{}, current_path_yaw:{}\n"
" lookahead_x:{}, lookahead_y:{}, lookahead_yaw:{}, lookahead_kappa:{}\n"
" dx:{}, dy:{}, target_yaw:{}, alpha:{}\n"
" linear_val:{}, dis:{}, lon_dis:{}\n"
" current_point_index:{}, idx:{}, path_size:{}",
current_pose.x,
current_pose.y,
current_pose.yaw,
path_points_[current_point_index_].x,
path_points_[current_point_index_].y,
path_points_[current_point_index_].yaw,
lookahead_point.x,
lookahead_point.y,
lookahead_point.yaw,
lookahead_point.kappa,
dx,
dy,
target_yaw,
alpha,
linear_val,
dis,
lon_dis,
current_point_index_,
idx,
path_points_.size()
logger_->debug("current_pose_x:{}, current_pose_y:{},current_pose_yaw:{}",
current_pose.x, current_pose.y,current_pose.yaw
);
logger_->debug("current_path_x:{}, current_path_y:{},current_path_yaw:{}",
path_points_[idx].x,
path_points_[idx].y,
path_points_[idx].yaw
);
}
@ -335,6 +309,148 @@ private:
}
};
} // namespace auto_drive_misson_center
// Stanley控制器适配器
class StanleyControllerAdapter : public PathTrackingController {
public:
StanleyControllerAdapter(std::shared_ptr<spdlog::logger> logger = nullptr)
: logger_(logger), PathTrackingController(logger), controller_(std::make_shared<Stanley_Controller_C>(logger)) {}
protected:
bool onInitialize() override {
float max_linear_vel = mission_speed_ ;
float max_angular_vel = mission_speed_ / turn_radius_;
float max_angular_vel_theory = max_allowed_speed_/wheel_dis_;
max_angular_vel = std::max(max_angular_vel, max_angular_vel_theory);
float kp = 1.76;
float ki = 0.0;
float kd = 0.8;
float look_ahead_dis = 0.4; // 前视距离,需要根据实际情况调整
float kv = 0.6; // 速度系数,需要根据实际情况调整
adapter_look_ahead_dis_ = look_ahead_dis;
//logger_->debug("PP para mission_speed_={}, turn_radius_={} frontdis={}", mission_speed_, turn_radius_,adapter_look_ahead_dis_ );
controller_->init(max_linear_vel, max_angular_vel, kp, ki, kd, adapter_look_ahead_dis_, kv);
return true;
}
bool kappa_cal = false;
ControlOutput onRun(const PathPoint& current_pose) override {
float alpha = 0.0;
float linear_val = 0.0;
float dis = 0.0;
float lon_dis = 0.0;
float kappa = 0.0;
if(!kappa_cal){
computePathCurvature();
kappa_cal = true;
}
// Pure Pursuit使用前视点,计算需要特殊处理
computeControlParamsWithLookAhead(current_pose, alpha, linear_val, dis, lon_dis, kappa);
logger_->debug("Stanley Adapter alpha={}, linear_val={}, dis={}, lon_dis={},kappa={}", alpha, linear_val, dis,lon_dis,kappa);
float angular_velocity = controller_->update(alpha, linear_val, dis, lon_dis, kappa);
//float angular_velocity = controller_->update(alpha, linear_val, dis);
logger_->debug("Stanley output angular={}", angular_velocity);
bool completed = isPathCompleted(current_pose);
return ControlOutput(mission_speed_, angular_velocity, completed);
}
void onReset() override {
controller_->reset();
}
private:
std::shared_ptr<Stanley_Controller_C> controller_;
double adapter_look_ahead_dis_; //保存前视距离
std::shared_ptr<spdlog::logger> logger_;
void computeControlParamsWithLookAhead(const PathPoint& current_pose,
float& alpha, float& linear_val, float& dis, float& lon_dis, float& kappa) {
// 查找前视点
PathPoint lookahead_point;
if (!findLookAheadPoint(current_pose, lookahead_point)) {
// 如果找不到前视点,使用当前路径点
int idx = current_point_index_;
if (idx >= static_cast<int>(path_points_.size())) {
idx = path_points_.size() - 1;
}
lookahead_point = path_points_[idx];
}
// 计算从当前点到前视点的角度误差
double dx = lookahead_point.x - current_pose.x;
double dy = lookahead_point.y - current_pose.y;
double target_yaw = atan2(dy, dx);
// 预瞄角度误差
alpha = static_cast<float>(target_yaw - current_pose.yaw);
while (alpha > M_PI) alpha -= 2 * M_PI;
while (alpha < -M_PI) alpha += 2 * M_PI;
// 线速度
linear_val = static_cast<float>(mission_speed_);
// 横向误差(用于更新索引)
int idx = current_point_index_;
if (idx >= static_cast<int>(path_points_.size()) - 1) {
idx = path_points_.size() - 1;
}
double dx_path = current_pose.x - path_points_[idx].x;
double dy_path = current_pose.y - path_points_[idx].y;
double path_yaw = path_points_[idx].yaw;
//dis = static_cast<float>(-dx_path * sin(path_yaw) + dy_path * cos(path_yaw));
dis = static_cast<float>(-dx * sin(path_yaw) + dy * cos(path_yaw));
lon_dis = static_cast<float>(sqrt(dx * dx + dy * dy));
kappa = static_cast<float>(path_points_[idx].kappa);
logger_->debug("current_pose_x:{}, current_pose_y:{},current_pose_yaw:{}",
current_pose.x, current_pose.y,current_pose.yaw
);
logger_->debug("current_path_x:{}, current_path_y:{},current_path_yaw:{}",
path_points_[idx].x,
path_points_[idx].y,
path_points_[idx].yaw
);
}
bool findLookAheadPoint(const PathPoint& current_pose, PathPoint& lookahead_point) {
if (path_points_.empty()) {
return false;
}
// 获取前视距离(从控制器参数获取)
// 这里需要从controller_获取lookAheadDis,但由于接口限制,我们使用默认值
double look_ahead_distance = adapter_look_ahead_dis_; // 需要与初始化时一致
// 从当前点开始沿路径向前查找
int start_idx = current_point_index_;
if (start_idx >= static_cast<int>(path_points_.size())) {
start_idx = path_points_.size() - 1;
}
double accumulated_dist = 0.0;
for (int i = start_idx; i < static_cast<int>(path_points_.size()) - 1; ++i) {
double dx = path_points_[i + 1].x - path_points_[i].x;
double dy = path_points_[i + 1].y - path_points_[i].y;
double segment_length = sqrt(dx * dx + dy * dy);
if (accumulated_dist + segment_length >= look_ahead_distance) {
// 在前视距离内插值
double ratio = (look_ahead_distance - accumulated_dist) / segment_length;
lookahead_point.x = path_points_[i].x + ratio * dx;
lookahead_point.y = path_points_[i].y + ratio * dy;
lookahead_point.yaw = path_points_[i].yaw;
lookahead_point.kappa = path_points_[i].kappa;
return true;
}
accumulated_dist += segment_length;
}
// 如果路径长度不够,使用最后一个点
lookahead_point = path_points_.back();
return true;
}
}; // namespace auto_drive_misson_center
}
#endif // AUTO_DRIVE_MISSION_CENTER_PATH_TRACKING_CONTROLLER_ADAPTER_HPP_

View File

@ -41,13 +41,14 @@ public:
{
// std::cout<<"PurePursuit update!"<<std::endl;
logger_->trace("PurePursuit update!");
logger_->info("PurePursuit process! linear_val:{}, dis:{}, lon_dis:{}, kappa:{}", linear_val, dis, lon_dis, kappa);
// logger_->info("PurePursuit process! linear_val:{}, dis:{}, lon_dis:{}, kappa:{}", linear_val, dis, lon_dis, kappa);
float w_val = (2 * fabs(linear_val) * sin(alpha) / (lon_dis)) + dis;
//float w_val = linear_val*kappa;
w_val = fabs(w_val) > maxAngularVel ? (maxAngularVel * (w_val > 0.0 ? 1.0 : -1.0)) : w_val;
// std::cout << "linear_val: " << linear_val << ", w_val: " << w_val << std::endl;
logger_->trace("linear_val:{}, w_val:{}", linear_val, w_val);
return w_val;
};

View File

@ -0,0 +1,71 @@
#ifndef _STANLEY_CONTROLL_H_
#define _STANLEY_CONTROLL_H_
#include <iostream>
#include <math.h>
#include <Eigen/Dense>
#include "base_following_controller.hpp"
#include "pid_control.hpp"
using namespace Eigen;
class Stanley_Controller_C : public BaseFollowingController
{
public:
Stanley_Controller_C() = delete;
Stanley_Controller_C(std::shared_ptr<spdlog::logger> logger_recorder)
:BaseFollowingController(logger_recorder), logger_(logger_recorder){};
~Stanley_Controller_C(){};
void init(const float max_linear_vel, const float max_angular_vel, const float kp, const float ki, \
const float kd, const float look_ahead_dis, const float kv)
{
// std::cout<<"PurePursuit init!"<<std::endl;
logger_->info("PurePursuit init! max_linear_vel:{}, max_angular_vel:{}", max_linear_vel, max_angular_vel);
maxLinearVel = max_linear_vel;
maxAngularVel = max_angular_vel;
lookAheadDis = look_ahead_dis;
k_v = kv;
}
float update(const float alpha, const float linear_val, const float dis)
{
// std::cout<<"PurePursuit update!"<<std::endl;
logger_->trace("PurePursuit update!");
float w_val = 1.5 * alpha +1.0 * std::atan2(dis,linear_val);
w_val = fabs(w_val) > maxAngularVel ? (maxAngularVel * (w_val > 0.0 ? 1.0 : -1.0)) : w_val;
// std::cout << "linear_val: " << linear_val << ", w_val: " << w_val << std::endl;
logger_->trace("linear_val:{}, w_val:{}", linear_val, w_val);
return w_val;
};
float update(const float alpha, const float linear_val, const float dis, const float lon_dis,const float kappa)
{
// std::cout<<"PurePursuit update!"<<std::endl;
logger_->trace("PurePursuit update!");
// logger_->info("PurePursuit process! linear_val:{}, dis:{}, lon_dis:{}, kappa:{}", linear_val, dis, lon_dis, kappa);
float w_val = 1.5 * alpha +1.0 * std::atan2(dis,linear_val);
//float w_val = linear_val*kappa;
w_val = fabs(w_val) > maxAngularVel ? (maxAngularVel * (w_val > 0.0 ? 1.0 : -1.0)) : w_val;
// std::cout << "linear_val: " << linear_val << ", w_val: " << w_val << std::endl;
logger_->trace("linear_val:{}, w_val:{}", linear_val, w_val);
return w_val;
};
void reset()
{
//pid_.reset();
}
void test(){std::cout<<"pp test!"<<std::endl; logger_->debug("pp test!");};
private:
float maxLinearVel;
float maxAngularVel;
float lookAheadDis, k_v;
float maxSlowAngularVel, minToleranceAngle;
//PID_Controller_C pid_;
std::shared_ptr<spdlog::logger> logger_;
};
#endif

View File

@ -9,7 +9,6 @@
#include <chrono>
#include <cmath>
#include <limits>
namespace auto_drive_misson_center {
constexpr double PathFollowHandler::POS_LOST_TIMEOUT_SECONDS;
@ -406,7 +405,7 @@ void PathFollowHandler::processRunningState()
ControlOutput output = path_controller_->run(current_pose_point);
auto twist_msg = geometry_msgs::msg::Twist();
twist_msg.linear.x = output.linear_velocity;
twist_msg.linear.x = output.linear_velocity * 2 ;
twist_msg.angular.z = output.angular_velocity;
cmd_vel_pub_->publish(twist_msg);
std::map<std::string, double> property_updates;
@ -693,7 +692,13 @@ bool PathFollowHandler::loadPathTrackingController(const std::string& controller
LOG_INFO("Pure Pursuit path tracking controller loaded");
reportEvent("info", "PATH_CONTROLLER_LOAD_OK", "Pure Pursuit控制器加载成功");
return true;
} else {
} else if (controller_type == "stanley") {
path_controller_ = std::make_shared<StanleyControllerAdapter>(logger);
LOG_INFO("STAN path tracking controller loaded");
reportEvent("info", "PATH_CONTROLLER_LOAD_OK", "STAN控制器加载成功");
return true;
}
else {
LOG_ERROR("load Path Tracking Controller ERROR");
}

View File

@ -966,7 +966,7 @@ void PathVisualizer::publishOdomPath(){
int main(int argc, char *argv[]) {
rclcpp::init(argc, argv);
std::string file_name;
file_name = "1701895373952102400.json";
file_name = "1699983696942006272.json";
// std::cout << "请输入路径文件路径: ";
// std::getline(std::cin, file_name);