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Dear community,
you find a lot of literature about mesh decimation. In MATLAB this task is nearly solved by the command reducepatch.
To my confusion, this function does not work properly in 3d. I have testdata where the reduction fails. I tried to write a mesh reduction on my own, based on collapsing edges which belong to regions of small curvature. It works, but is slooooooooow.
Does anyone have nice Java or MATLAb code for mesh decimation in 3d available to share?
Best regards,
Johannes
Try to post trialdata:
p=1e3*[
2.3308 0.5396 -0.0602
2.3313 0.5383 -0.0641
2.3317 0.5373 -0.0680
2.3320 0.5365 -0.0720
2.3323 0.5358 -0.0759
2.3306 0.5324 -0.0759
2.3292 0.5290 -0.0760
2.3281 0.5254 -0.0761
2.3272 0.5218 -0.0762
2.3265 0.5181 -0.0763
2.3265 0.5203 -0.0728
2.3265 0.5224 -0.0693
2.3264 0.5246 -0.0658
2.3262 0.5269 -0.0625
2.3302 0.5327 -0.0720
2.3288 0.5289 -0.0724
2.3296 0.5328 -0.0675
2.3275 0.5249 -0.0721
2.3295 0.5349 -0.0631
2.3279 0.5280 -0.0681
2.3278 0.5299 -0.0646
2.3278 0.5320 -0.0614
2.4355 0.5617 -0.0633
2.4353 0.5621 -0.0663
2.4352 0.5625 -0.0693
2.4342 0.5646 -0.0692
2.4342 0.5645 -0.0664
2.4342 0.5644 -0.0632
2.4202 0.5779 -0.0730
2.4205 0.5796 -0.0695
2.4291 0.5761 -0.0605
2.4302 0.5734 -0.0631
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2.4236 0.5788 -0.0688
2.4269 0.5769 -0.0678
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2.4292 0.5744 -0.0667
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2.4163 0.5759 -0.0760
2.4167 0.5729 -0.0778
2.4169 0.5699 -0.0784
2.4127 0.5694 -0.0784
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2.3688 0.5607 -0.0786
2.3680 0.5629 -0.0778
2.3675 0.5642 -0.0758
2.3714 0.5658 -0.0756
2.3753 0.5673 -0.0754
2.3792 0.5688 -0.0750
2.3832 0.5702 -0.0747
2.3872 0.5715 -0.0743
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2.3997 0.5732 -0.0760
2.4002 0.5706 -0.0777
2.4037 0.5741 -0.0759
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2.3651 0.5593 -0.0786
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2.3475 0.5491 -0.0788
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2.3423 0.5440 -0.0790
2.3398 0.5409 -0.0790
2.3375 0.5376 -0.0791
2.3356 0.5342 -0.0792
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2.3379 0.5424 -0.0781
2.3496 0.5537 -0.0779
2.3355 0.5390 -0.0782
2.3530 0.5560 -0.0779
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2.3603 0.5597 -0.0779
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2.3572 0.5654 -0.0602
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2.3804 0.5754 -0.0613
2.3829 0.5766 -0.0607
2.3421 0.5499 -0.0722
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2.3451 0.5527 -0.0722
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2.3390 0.5477 -0.0685
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2.3560 0.5632 -0.0636
2.3529 0.5609 -0.0646
2.3632 0.5637 -0.0721
2.3629 0.5649 -0.0685
2.3624 0.5660 -0.0652
2.3669 0.5653 -0.0721
2.3662 0.5664 -0.0685
2.3653 0.5673 -0.0654
2.3707 0.5669 -0.0719
2.3699 0.5681 -0.0681
2.3745 0.5684 -0.0717
2.3737 0.5696 -0.0682
2.3923 0.5788 -0.0622
2.3783 0.5699 -0.0714
2.3772 0.5711 -0.0679
2.3961 0.5795 -0.0628
2.3822 0.5714 -0.0709
2.3810 0.5727 -0.0671
2.3787 0.5733 -0.0643
2.3862 0.5729 -0.0705
2.3851 0.5742 -0.0669
2.3843 0.5756 -0.0636
2.3705 0.5697 -0.0650
2.3594 0.5647 -0.0646
2.3902 0.5743 -0.0701
2.3927 0.5769 -0.0659
2.3879 0.5772 -0.0626
2.3947 0.5758 -0.0694
2.3961 0.5778 -0.0660
2.3760 0.5721 -0.0647
2.3992 0.5767 -0.0697
2.3995 0.5785 -0.0663
2.3444 0.5541 -0.0651
2.3473 0.5565 -0.0651
2.4033 0.5776 -0.0697
2.4032 0.5792 -0.0663
2.3596 0.5634 -0.0682
2.4115 0.5790 -0.0697
2.4158 0.5796 -0.0697
2.3813 0.5744 -0.0639
2.4074 0.5783 -0.0697
2.3890 0.5756 -0.0664
2.3732 0.5708 -0.0650
2.3679 0.5686 -0.0651
2.4328 0.5676 -0.0692
2.4329 0.5674 -0.0658
2.4329 0.5672 -0.0628
2.4239 0.5652 -0.0785
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2.4275 0.5573 -0.0786
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2.4319 0.5496 -0.0788
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2.4387 0.5399 -0.0791
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2.4360 0.4625 -0.0809
2.4326 0.4601 -0.0809
2.4291 0.4579 -0.0810
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582 581 260
583 262 263
583 582 261
584 446 395
584 450 445
584 396 397
584 552 582
585 353 354
585 497 352
585 485 578
586 484 351
586 239 240
586 497 238
587 252 253
587 540 251
587 474 554
588 538 458
588 525 524
588 580 581
589 533 534
589 236 237
589 578 485
590 515 514
591 93 92
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