Note
Click here to download the full example code
Distance between two rectanglesΒΆ
0.6501899130556805
0.6592345507867022
1.895398147577796
0.1618047686209386
0.5196317301449648
0.5838079609893843
1.6141236778905403
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2.5275542642700533
0.0
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1.1369240320154963
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2.1808815605153464
1.6159560440331713
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0.0
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0.0
2.2616484719896595
0.6151459951230811
0.5752727311860055
1.1185108513000996
0.5160438509628547
1.3272207971773637
2.238301710957732
0.232314809478947
1.5052904651967802
1.7994173896339594
0.9528084108129394
0.5749557628153527
1.5144075366150755
1.1141213626210396
0.384697046585564
1.7272816612494128
0.8147198295448088
2.113352329710396
1.311101240872101
0.0
1.2781508850279992
0.0
1.3845909247255235
1.209247284371512
0.0
0.6430781468183688
1.2024794091265054
0.7200570809705201
0.008395003539562705
0.6442364825967797
0.1499469389488553
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0.12894445265726406
1.1594389995062964
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1.6365573845341734
0.31127108855948216
0.7390656960672437
0.07292268402244984
0.15977738617393378
1.1805528320082577
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1.0487945030538441
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1.5565569468970777
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1.5202815109060888
0.4253368131536427
0.48587395867658206
1.7444656573219697
2.2484051351640058
0.0
1.119251195165248
0.47511387162423824
0.8278326630065744
2.175735209255057
0.34321933595418513
2.8026890457413374
0.0
1.8116417624484054
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0.8785247880643661
0.24063737100075677
0.0
0.07309208321407074
0.1479215730208007
1.99527742175751
0.808506583295277
0.17289858924005394
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1.3884641792658567
1.784186500944299
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0.832923286035681
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2.5850466567323043
1.9086793070397297
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1.1681556542330127
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2.098378011266433
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1.9719355626188975
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0.282267803107403
2.1468763461495444
1.0263349791030614
0.0
2.1022259763482265
0.33295219669880155
1.317058115994861
0.21211055682611366
1.5971602956541602
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0.4633420147765498
1.0706253286022562
0.3158229213466076
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2.374073429451605
0.0
0.7513485831421064
0.453331226985346
0.4035365863920425
1.9977738573244042
1.1193033469619966
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2.418200735460794
1.0969723735832986
1.5727254890621007
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1.9231732940163548
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0.8051465264987151
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1.1996574586471556
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1.8544578205623181
0.0
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1.2040777385674348
2.2199474785971933
1.0601680504652
0.9137867189653391
0.9523329729209676
0.09449187899137182
1.7996054189666064
1.0311179143956402
0.0
0.48050417607942414
0.8152532042413667
0.6526664147064172
1.3811330484154856
0.0
1.217095356257273
1.2349028435674645
1.0282512242459154
1.7539689865392338
0.01825520901693085
1.6556577931584906
1.1510573954354941
0.3069415716486164
1.92430262581465
1.0733888578922588
0.986671540539443
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1.388509094977076
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2.067937903287758
1.1386358276431685
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0.50759104437593
1.8575085621452854
3.2110999860352893
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0.6919271568352544
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0.5018241901518318
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2.352729735689977
1.5124430151841761
0.7416140023599913
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1.1420328023539756
2.0302405346902934
0.34878753304265114
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0.5963890048736272
0.22561243419632057
1.8217094817287858
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1.9567673861316053
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0.8411690096086096
1.2012838667204004
1.8626959111656904
2.2064984508361505
1.5550438015624188
0.21913611147018228
0.0
0.6749308546119163
0.0
0.5298744198318869
2.0016743121726237
1.751372659101976
0.37846971288612
0.8925977632298725
0.5437631260565092
0.5760950942258738
0.15412138359999342
2.2362469662969753
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0.6254567298002834
0.0
0.6235258023084493
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0.17058485622951938
1.3471442296978224
1.1774325274408841
0.6043407358568872
1.4861368884519754
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0.4505489440414663
1.302753111206719
2.420017590254688
0.556865239623464
2.5408232345029944
accumulated_time=0.3446044921875
print(__doc__)
import time
import numpy as np
import matplotlib.pyplot as plt
import pytransform3d.plot_utils as ppu
from distance3d.distance import rectangle_to_rectangle
from distance3d import random, plotting
random_state = np.random.RandomState(0)
rectangle_center, rectangle_axes, rectangle_lengths = random.randn_rectangle(
random_state, center_scale=1.0, length_scale=5.0)
ax = ppu.make_3d_axis(ax_s=3)
accumulated_time = 0.0
for i in range(500):
rectangle_center2, rectangle_axes2, rectangle_lengths2 = random.randn_rectangle(
random_state, center_scale=1.0, length_scale=5.0)
start = time.time()
dist, closest_point_rectangle, closest_point_rectangle2 = rectangle_to_rectangle(
rectangle_center, rectangle_axes, rectangle_lengths,
rectangle_center2, rectangle_axes2, rectangle_lengths2)
end = time.time()
accumulated_time += end - start
print(dist)
if i > 7:
continue
plotting.plot_segment(
ax, closest_point_rectangle, closest_point_rectangle2, c="k", lw=1)
plotting.plot_rectangle(ax, rectangle_center2, rectangle_axes2, rectangle_lengths2, show_axes=False)
print(f"{accumulated_time=}")
plotting.plot_rectangle(ax, rectangle_center, rectangle_axes, rectangle_lengths)
plt.show()
Total running time of the script: ( 0 minutes 0.487 seconds)