result show 1.1 note: 图1为3D X Y Z combination位置,图4,5,6分别表示yaw,pitch,roll角随着时间的变化的波动。
import csv
import numpy as np
import matplotlib
from pylab import *
import cmath
import math
import matplotlib. pyplot as plt
path = '/home/sun/code/jitter/jitter_analyse_r3.txt'
compare_path = '/home/sun/code/jitter/jitter_analyse_fit_spots.txt'
data_list = [ ]
with open ( path, 'r' ) as f:
for line in f:
data_list. append( line. strip( ) . split( ' ' ) )
data = np. array( data_list, dtype= np. float64)
time = [ row[ 0 ] for row in data]
positions = [ [ float ( row[ 1 ] ) , float ( row[ 2 ] ) , float ( row[ 3 ] ) ] for row in data]
angles = [ [ float ( row[ 4 ] ) , float ( row[ 5 ] ) , float ( row[ 6 ] ) ] for row in data]
compare_data_list = [ ]
with open ( compare_path, 'r' ) as fc:
for line in fc:
compare_data_list. append( line. strip( ) . split( ' ' ) )
compare_data = np. array( compare_data_list, dtype= np. float64)
compare_time = [ row[ 0 ] for row in compare_data]
compare_positions = [ [ float ( row[ 1 ] ) , float ( row[ 2 ] ) , float ( row[ 3 ] ) ] for row in compare_data]
compare_angles = [ [ float ( row[ 4 ] ) , float ( row[ 5 ] ) , float ( row[ 6 ] ) ] for row in compare_data]
fig, axs = plt. subplots( 3 , 2 )
axs[ 0 , 0 ] . scatter( [ p[ 0 ] for p in positions] , [ p[ 1 ] for p in positions] , c= 'b' )
axs[ 0 , 0 ] . scatter( [ compare_p[ 0 ] for compare_p in compare_positions] , [ compare_p[ 1 ] for compare_p in compare_positions] , c= 'g' )
axs[ 0 , 0 ] . set_xlabel( 'x' )
axs[ 0 , 0 ] . set_ylabel( 'y' )
axs[ 0 , 1 ] . scatter( [ p[ 0 ] for p in positions] , [ p[ 2 ] for p in positions] , c= 'b' )
axs[ 0 , 1 ] . scatter( [ compare_p[ 0 ] for compare_p in compare_positions] , [ compare_p[ 2 ] for compare_p in compare_positions] , c= 'g' )
axs[ 0 , 1 ] . set_xlabel( 'x' )
axs[ 0 , 1 ] . set_ylabel( 'z' )
axs[ 1 , 0 ] . scatter( [ p[ 1 ] for p in positions] , [ p[ 2 ] for p in positions] , c= 'b' )
axs[ 1 , 0 ] . scatter( [ compare_p[ 1 ] for compare_p in compare_positions] , [ compare_p[ 2 ] for compare_p in compare_positions] , c= 'g' )
axs[ 1 , 0 ] . set_xlabel( 'y' )
axs[ 1 , 0 ] . set_ylabel( 'z' )
axs[ 1 , 1 ] . plot( time, [ p[ 0 ] for p in positions] , c= 'b' )
axs[ 1 , 1 ] . plot( compare_time, [ compare_p[ 0 ] for compare_p in compare_positions] , c= 'g' )
axs[ 1 , 1 ] . set_xlabel( 'time' )
axs[ 1 , 1 ] . set_ylabel( 'x' )
axs[ 2 , 0 ] . plot( time, [ p[ 1 ] for p in positions] , c= 'b' )
axs[ 2 , 0 ] . plot( compare_time, [ compare_p[ 1 ] for compare_p in compare_positions] , c= 'g' )
axs[ 2 , 0 ] . set_xlabel( 'time' )
axs[ 2 , 0 ] . set_ylabel( 'y' )
axs[ 2 , 1 ] . plot( time, [ p[ 2 ] for p in positions] , c= 'b' )
axs[ 2 , 1 ] . plot( compare_time, [ compare_p[ 2 ] for compare_p in compare_positions] , c= 'g' )
axs[ 2 , 1 ] . set_xlabel( 'time' )
axs[ 2 , 1 ] . set_ylabel( 'z' )
plt. show( )
mean_position = pd. DataFrame( positions) . mean( )
var_yaw = pd. DataFrame( angles) [ 0 ] . var( )
corr_pitch_roll = pd. DataFrame( angles) [ 1 : ] . corr( ) . iloc[ 0 , 1 ]
print ( 'Mean position:' , mean_position)
print ( 'Variance of yaw angle:' , var_yaw)
print ( 'Correlation between pitch and roll angles:' , corr_pitch_roll)
7.8198e+06 - 1.52109 - 1.1214 - 0.729619 2.88842 2.51892 - 0.945128
7.81983e+06 - 1.53295 - 1.11147 - 0.729759 2.88476 2.52409 - 0.948613
7.81986e+06 - 1.52766 - 1.11605 - 0.728239 2.76534 2.78425 - 1.06431
7.81993e+06 - 1.54898 - 1.09518 - 0.667826 2.76455 2.78452 - 1.06427
7.82013e+06 - 1.52107 - 1.12141 - 0.7297 2.88886 2.51656 - 0.943597
7.82016e+06 - 1.53288 - 1.11129 - 0.729941 2.88491 2.52186 - 0.947302
7.8202e+06 - 1.52887 - 1.11367 - 0.73165 2.8499 2.56818 - 0.96011
7.82023e+06 - 1.53392 - 1.10728 - 0.731227 2.66773 2.85524 - 0.894078
7.82029e+06 - 1.55991 - 1.07058 - 0.679113 2.73346 2.79181 - 0.836817
7.82049e+06 - 1.52108 - 1.12146 - 0.729603 2.88849 2.51986 - 0.944534
7.82053e+06 - 1.53305 - 1.11119 - 0.729618 2.88472 2.52521 - 0.94841
7.82056e+06 - 1.52755 - 1.11617 - 0.728354 2.76639 2.78038 - 1.06575
7.82063e+06 - 1.5489 - 1.09523 - 0.667771 2.76572 2.78061 - 1.06533
7.82083e+06 - 1.52109 - 1.12148 - 0.729564 2.88872 2.51803 - 0.945185
7.82086e+06 - 1.53289 - 1.11142 - 0.729685 2.8849 2.5233 - 0.948966
7.82089e+06 - 1.52766 - 1.11608 - 0.728194 2.76571 2.78136 - 1.06681
7.82096e+06 - 1.54901 - 1.09522 - 0.667773 2.76495 2.78162 - 1.06666
7.82116e+06 - 1.52111 - 1.12146 - 0.729627 2.88894 2.51672 - 0.944373
7.82119e+06 - 1.53297 - 1.11132 - 0.729828 2.88504 2.52196 - 0.948146
7.82123e+06 - 1.52883 - 1.1137 - 0.731776 2.8508 2.56868 - 0.960109
7.82126e+06 - 1.53392 - 1.10733 - 0.731472 2.66884 2.85513 - 0.89396
7.82133e+06 - 1.55993 - 1.0706 - 0.679229 2.73358 2.79109 - 0.837764
7.82153e+06 - 1.5211 - 1.12147 - 0.729573 2.88834 2.51833 - 0.944803
7.82156e+06 - 1.53281 - 1.11146 - 0.729687 2.88455 2.52354 - 0.948765
7.82159e+06 - 1.52892 - 1.11362 - 0.731651 2.84919 2.56906 - 0.960267
7.82163e+06 - 1.53394 - 1.10727 - 0.731232 2.66695 2.85686 - 0.89437
7.82169e+06 - 1.55984 - 1.07078 - 0.679498 2.73477 2.79174 - 0.838721
7.82189e+06 - 1.52111 - 1.12143 - 0.729615 2.88742 2.51943 - 0.944475
7.82193e+06 - 1.53299 - 1.11126 - 0.729743 2.8836 2.52473 - 0.948277
7.82196e+06 - 1.52762 - 1.11611 - 0.728295 2.76549 2.78041 - 1.066
7.82203e+06 - 1.54896 - 1.09521 - 0.667743 2.7647 2.78072 - 1.06587
7.82223e+06 - 1.5211 - 1.12145 - 0.729583 2.88834 2.51847 - 0.94471
7.82226e+06 - 1.53305 - 1.11123 - 0.729589 2.88446 2.52386 - 0.948827
7.82229e+06 - 1.52758 - 1.11615 - 0.728238 2.76572 2.77963 - 1.06513
7.82236e+06 - 1.54893 - 1.09522 - 0.667705 2.76505 2.7798 - 1.0649
7.82256e+06 - 1.52111 - 1.12144 - 0.729617 2.88861 2.51767 - 0.943919
7.82259e+06 - 1.53286 - 1.11139 - 0.729784 2.88476 2.52293 - 0.947654
7.82263e+06 - 1.52891 - 1.11362 - 0.731609 2.84919 2.56923 - 0.960236
7.82266e+06 - 1.53391 - 1.10726 - 0.731209 2.66674 2.85712 - 0.894325
7.82273e+06 - 1.55983 - 1.07077 - 0.679519 2.7345 2.79204 - 0.83864
7.82293e+06 - 1.52108 - 1.12146 - 0.729556 2.88857 2.52022 - 0.943772
7.82296e+06 - 1.53298 - 1.11128 - 0.729596 2.88478 2.52543 - 0.947709
7.82299e+06 - 1.52759 - 1.11613 - 0.728216 2.76598 2.78215 - 1.06508
7.82306e+06 - 1.54894 - 1.09523 - 0.667819 2.76524 2.78242 - 1.06488
7.82326e+06 - 1.5211 - 1.12144 - 0.729638 2.88832 2.51921 - 0.944389
7.82329e+06 - 1.53309 - 1.11117 - 0.729713 2.88445 2.52457 - 0.948388
7.82333e+06 - 1.52758 - 1.11613 - 0.728289 2.76581 2.78044 - 1.06513
7.82339e+06 - 1.54891 - 1.09518 - 0.667703 2.76513 2.78066 - 1.0648
7.82359e+06 - 1.52109 - 1.12145 - 0.729569 2.8886 2.51773 - 0.944647
7.82363e+06 - 1.53287 - 1.11139 - 0.729702 2.88479 2.52298 - 0.948414
7.82366e+06 - 1.52892 - 1.11361 - 0.731685 2.85006 2.56876 - 0.958682
7.82369e+06 - 1.53393 - 1.10725 - 0.731274 2.66731 2.85574 - 0.892367
7.82376e+06 - 1.55985 - 1.07073 - 0.679404 2.73457 2.79208 - 0.837704
7.82396e+06 - 1.52111 - 1.12145 - 0.729581 2.88772 2.51949 - 0.944583
7.82399e+06 - 1.53301 - 1.11125 - 0.729616 2.8839 2.52481 - 0.948626
7.82403e+06 - 1.5276 - 1.11613 - 0.728213 2.7651 2.78071 - 1.06559
7.82409e+06 - 1.54892 - 1.09522 - 0.667743 2.76437 2.78095 - 1.06546
7.82429e+06 - 1.52111 - 1.12145 - 0.729606 2.88796 2.51893 - 0.944575
7.82433e+06 - 1.53312 - 1.11118 - 0.729712 2.88407 2.52429 - 0.948435
7.82436e+06 - 1.52759 - 1.11615 - 0.728382 2.76595 2.77924 - 1.06523
7.82443e+06 - 1.54891 - 1.09518 - 0.667691 2.76529 2.77944 - 1.06486
7.82463e+06 - 1.52109 - 1.12145 - 0.729596 2.88816 2.51904 - 0.944506
7.82466e+06 - 1.53285 - 1.11139 - 0.729713 2.88437 2.52426 - 0.948352
7.82469e+06 - 1.52765 - 1.11607 - 0.728165 2.76519 2.78143 - 1.06607
7.82476e+06 - 1.54897 - 1.09516 - 0.667765 2.7645 2.78168 - 1.06581
7.82496e+06 - 1.52111 - 1.12146 - 0.729559 2.88595 2.5215 - 0.94657
7.82499e+06 - 1.53291 - 1.11117 - 0.729342 2.88204 2.52674 - 0.94992
7.82503e+06 - 1.52802 - 1.11342 - 0.724826 2.78635 2.67695 - 0.921705
7.82506e+06 - 1.53584 - 1.10498 - 0.698492 2.67177 2.84756 - 0.827429
7.82513e+06 - 1.5692 - 1.07115 - 0.666862 2.71519 2.787 - 0.844019
7.82533e+06 - 1.52111 - 1.12144 - 0.729565 2.88828 2.51814 - 0.945208
7.82536e+06 - 1.53283 - 1.11141 - 0.7297 2.88449 2.52336 - 0.949233
7.82539e+06 - 1.52893 - 1.11358 - 0.731635 2.84976 2.57053 - 0.959111
7.82543e+06 - 1.53395 - 1.10723 - 0.731233 2.6669 2.85794 - 0.893564
7.82549e+06 - 1.55984 - 1.07079 - 0.679502 2.7344 2.79241 - 0.839251
7.82569e+06 - 1.52112 - 1.12147 - 0.729533 2.88827 2.51626 - 0.94564
7.82573e+06 - 1.53303 - 1.1113 - 0.729628 2.88446 2.52154 - 0.949501
7.82576e+06 - 1.52766 - 1.11613 - 0.728207 2.76516 2.77912 - 1.06644
7.82583e+06 - 1.54899 - 1.09528 - 0.667734 2.76444 2.77936 - 1.06621
7.82603e+06 - 1.52115 - 1.12148 - 0.729575 2.8879 2.51808 - 0.94505
7.82606e+06 - 1.53314 - 1.11124 - 0.729666 2.88406 2.52339 - 0.949067
7.82609e+06 - 1.52764 - 1.11618 - 0.72834 2.76514 2.7799 - 1.06604
7.82616e+06 - 1.54897 - 1.09528 - 0.667803 2.76441 2.78018 - 1.06588
7.82636e+06 - 1.52117 - 1.12147 - 0.729609 2.88814 2.51722 - 0.943865
7.82639e+06 - 1.53292 - 1.11141 - 0.729783 2.88433 2.52241 - 0.947569
7.82643e+06 - 1.52894 - 1.11365 - 0.731667 2.84924 2.56897 - 0.958905
7.82646e+06 - 1.53397 - 1.10726 - 0.731334 2.66635 2.85599 - 0.892656
7.82653e+06 - 1.55983 - 1.07076 - 0.679529 2.73383 2.79147 - 0.837651
7.82673e+06 - 1.52115 - 1.12147 - 0.729627 2.88821 2.5186 - 0.943968
7.82676e+06 - 1.53303 - 1.11129 - 0.729588 2.8844 2.52394 - 0.948039
7.82679e+06 - 1.52764 - 1.11614 - 0.728247 2.76544 2.78047 - 1.06518
7.82686e+06 - 1.54897 - 1.09522 - 0.667784 2.76472 2.78072 - 1.065
7.82706e+06 - 1.52115 - 1.12146 - 0.729597 2.88734 2.51858 - 0.944394
7.82709e+06 - 1.53312 - 1.11119 - 0.729618 2.8835 2.52391 - 0.948373
7.82713e+06 - 1.52762 - 1.11617 - 0.728253 2.76529 2.77951 - 1.06564
7.82719e+06 - 1.54896 - 1.09524 - 0.667672 2.76461 2.77972 - 1.06527
7.82739e+06 - 1.52116 - 1.12147 - 0.729585 2.8876 2.51801 - 0.945073
7.82743e+06 - 1.53293 - 1.11141 - 0.729742 2.88382 2.52318 - 0.948924
7.82746e+06 - 1.52773 - 1.11608 - 0.728271 2.76439 2.78178 - 1.06611
7.82753e+06 - 1.54902 - 1.0952 - 0.667892 2.76372 2.782 - 1.0658
7.82773e+06 - 1.52119 - 1.12163 - 0.729931 2.88551 2.52047 - 0.946575
7.82776e+06 - 1.53297 - 1.11134 - 0.72969 2.88407 2.52303 - 0.948701
7.82779e+06 - 1.5277 - 1.11611 - 0.728269 2.76469 2.78052 - 1.06556
7.82786e+06 - 1.549 - 1.09521 - 0.667821 2.76401 2.78076 - 1.06532
7.82806e+06 - 1.52118 - 1.12145 - 0.729669 2.88767 2.51815 - 0.943874
7.82809e+06 - 1.5331 - 1.11124 - 0.729818 2.88382 2.52341 - 0.947641
7.82813e+06 - 1.52873 - 1.11375 - 0.73085 2.8493 2.56764 - 0.959599
7.82816e+06 - 1.53395 - 1.10735 - 0.731268 2.66739 2.85357 - 0.893964
7.82823e+06 - 1.55995 - 1.07054 - 0.679064 2.73254 2.79267 - 0.836877
7.82843e+06 - 1.52117 - 1.12146 - 0.729657 2.88807 2.5176 - 0.943484
7.82846e+06 - 1.53295 - 1.11138 - 0.72979 2.88427 2.52274 - 0.947216
7.82849e+06 - 1.52893 - 1.11368 - 0.731629 2.84912 2.56919 - 0.96079
7.82853e+06 - 1.53396 - 1.10732 - 0.731314 2.66658 2.85785 - 0.895147
7.82859e+06 - 1.55985 - 1.07071 - 0.67944 2.73335 2.79267 - 0.838075
7.82879e+06 - 1.52115 - 1.12147 - 0.729589 2.8873 2.51897 - 0.944619
7.82883e+06 - 1.53309 - 1.11124 - 0.729649 2.88346 2.52429 - 0.948657
7.82886e+06 - 1.52766 - 1.11614 - 0.728235 2.76453 2.78163 - 1.065
7.82893e+06 - 1.54897 - 1.09522 - 0.667705 2.76382 2.78188 - 1.06476
7.82913e+06 - 1.52115 - 1.12147 - 0.729588 2.88799 2.51762 - 0.94472
7.82916e+06 - 1.53286 - 1.11144 - 0.729697 2.88424 2.52277 - 0.94864
7.82919e+06 - 1.52897 - 1.11362 - 0.731664 2.84986 2.56786 - 0.959057
7.82923e+06 - 1.534 - 1.10727 - 0.731323 2.66656 2.85587 - 0.893073
7.82929e+06 - 1.55985 - 1.07083 - 0.679502 2.73405 2.79201 - 0.83833
7.82949e+06 - 1.52115 - 1.12148 - 0.729585 2.88798 2.51782 - 0.944924
7.82953e+06 - 1.53306 - 1.11129 - 0.729727 2.88415 2.52309 - 0.948813
7.82956e+06 - 1.52767 - 1.11614 - 0.728328 2.76473 2.7804 - 1.06563
7.82963e+06 - 1.54897 - 1.09523 - 0.66788 2.76407 2.78062 - 1.06534
7.82982e+06 - 1.52117 - 1.12146 - 0.72963 2.88842 2.51773 - 0.943257
7.82986e+06 - 1.53315 - 1.11122 - 0.729624 2.88456 2.52306 - 0.947172
7.82989e+06 - 1.52764 - 1.11614 - 0.728229 2.76541 2.77837 - 1.0643
7.82996e+06 - 1.54898 - 1.09518 - 0.667565 2.76473 2.77856 - 1.0641
7.83016e+06 - 1.52117 - 1.12149 - 0.729542 2.88497 2.52105 - 0.94649
7.83019e+06 - 1.53286 - 1.1113 - 0.729322 2.88114 2.52616 - 0.949661
7.83023e+06 - 1.5301 - 1.11179 - 0.726328 2.73429 2.63818 - 0.862707
7.83026e+06 - 1.53575 - 1.10415 - 0.703399 2.64799 2.71368 - 0.814762
7.83029e+06 - 1.54051 - 1.11061 - 0.681147 2.6929 2.80727 - 0.859323
7.83036e+06 - 1.57326 - 1.07906 - 0.650668 2.5876 2.94776 - 0.948441
7.83056e+06 - 1.52116 - 1.12147 - 0.729583 2.88855 2.5165 - 0.944978
7.83059e+06 - 1.5332 - 1.11118 - 0.729676 2.88471 2.52179 - 0.94898
7.83063e+06 - 1.52762 - 1.1162 - 0.728294 2.76522 2.7787 - 1.06702
7.83069e+06 - 1.54896 - 1.09527 - 0.66771 2.76452 2.77892 - 1.06674
7.83089e+06 - 1.52116 - 1.12148 - 0.72955 2.88798 2.51846 - 0.944538
7.83093e+06 - 1.53296 - 1.1114 - 0.72961 2.88422 2.52367 - 0.94842
7.83096e+06 - 1.5277 - 1.11609 - 0.728096 2.76457 2.7819 - 1.06561
7.83103e+06 - 1.54903 - 1.09521 - 0.667746 2.76387 2.78212 - 1.06533
7.83122e+06 - 1.5212 - 1.12162 - 0.729975 2.8854 2.52102 - 0.946196
7.83126e+06 - 1.53292 - 1.11159 - 0.729633 2.88376 2.52348 - 0.9524
7.83129e+06 - 1.52772 - 1.11618 - 0.728521 2.76336 2.78656 - 1.068
7.83149e+06 - 1.52116 - 1.12147 - 0.729579 2.88747 2.51946 - 0.944383
7.83153e+06 - 1.53289 - 1.11144 - 0.729738 2.88369 2.52468 - 0.948183
7.83156e+06 - 1.52897 - 1.11365 - 0.731678 2.84891 2.56912 - 0.960058
7.83159e+06 - 1.53399 - 1.10728 - 0.731321 2.66582 2.85705 - 0.894228
7.83166e+06 - 1.55986 - 1.07078 - 0.679531 2.7338 2.7926 - 0.838507
7.83186e+06 - 1.52124 - 1.12144 - 0.729608 2.88247 2.52324 - 0.945228
7.83189e+06 - 1.53304 - 1.11111 - 0.729299 2.88111 2.52625 - 0.949023
7.83193e+06 - 1.52786 - 1.11387 - 0.726213 2.83536 2.58438 - 0.955787
7.83196e+06 - 1.53437 - 1.10608 - 0.730019 2.64371 2.75386 - 0.847588
7.83199e+06 - 1.533 - 1.10621 - 0.691598 2.74159 2.78935 - 0.828709
7.83206e+06 - 1.56471 - 1.06785 - 0.661065 2.73703 2.70754 - 0.84228
7.83226e+06 - 1.52115 - 1.12148 - 0.729566 2.8881 2.51748 - 0.94509
7.83229e+06 - 1.53303 - 1.11131 - 0.72962 2.88431 2.52272 - 0.949055
7.83233e+06 - 1.52889 - 1.1137 - 0.731745 2.8491 2.56958 - 0.959881
7.83236e+06 - 1.53397 - 1.10733 - 0.731453 2.66795 2.85481 - 0.893875
7.83243e+06 - 1.55992 - 1.07056 - 0.6792 2.73253 2.79228 - 0.83787
7.83262e+06 - 1.52115 - 1.12147 - 0.72955 2.88753 2.51816 - 0.945048
7.83266e+06 - 1.53288 - 1.11144 - 0.729627 2.88377 2.52336 - 0.949037
7.83269e+06 - 1.52894 - 1.11366 - 0.731632 2.84874 2.56974 - 0.960743
7.83273e+06 - 1.53397 - 1.10731 - 0.731323 2.66638 2.85774 - 0.894811
7.83279e+06 - 1.55984 - 1.07079 - 0.679481 2.73355 2.79288 - 0.838741
7.83299e+06 - 1.52114 - 1.12146 - 0.729663 2.88827 2.51854 - 0.943722
7.83303e+06 - 1.53304 - 1.11127 - 0.729781 2.88445 2.52383 - 0.947649
7.83306e+06 - 1.52765 - 1.11614 - 0.72842 2.76573 2.77916 - 1.06461
7.83312e+06 - 1.54896 - 1.09518 - 0.667836 2.765 2.77939 - 1.06434
7.83332e+06 - 1.52124 - 1.12146 - 0.729528 2.88447 2.52378 - 0.942323
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