Alessio Quaglino
5c5449bf82
- Mesh inertias can now be computed exactly for well-formed (no holes) non-convex meshes. - To activate this feature, set `<compiler exactmeshinertia="true">` (defaults to `false`). This default may change in the future. - Added `<geom shellinertia="true/false">` (defaults to `false`). When true, geom inertia is computed assuming all the mass is concentrated on the surface, and `density` is interpreted as surface density (mass/area). Currently only mesh geoms are supported. PiperOrigin-RevId: 464368395 Change-Id: I17afd99b9b221c9d24ae951f6e63d5c61ff89820
14885 lines
462 KiB
Plaintext
14885 lines
462 KiB
Plaintext
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|
|
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|
|
v -0.050000 0.050000 0.100000
|
|
vn 0.0000 -1.0000 0.0000
|
|
vn 1.0000 0.0000 0.0000
|
|
vn 0.0000 0.0000 -1.0000
|
|
vn 0.0000 1.0000 0.0000
|
|
vn -1.0000 0.0000 0.0000
|
|
vn 0.0000 0.0000 1.0000
|
|
s off
|
|
f 6//1 7//1 9//1 8//1
|
|
f 12//2 14//2 15//2 13//2
|
|
f 16//3 17//3 19//3 18//3
|
|
f 2//2 12//2 13//2 3//2
|
|
f 4//3 5//3 17//3 16//3
|
|
f 10//3 16//3 18//3 11//3
|
|
f 2//1 3//1 7//1 6//1
|
|
f 4//1 6//1 8//1 5//1
|
|
f 10//2 11//2 14//2 12//2
|
|
f 1//1 2//1 6//1 4//1
|
|
f 1//2 10//2 12//2 2//2
|
|
f 1//3 4//3 16//3 10//3
|
|
f 24//1 25//1 27//1 26//1
|
|
f 28//1 29//1 31//1 30//1
|
|
f 32//2 34//2 35//2 33//2
|
|
f 36//2 38//2 39//2 37//2
|
|
f 20//2 32//2 33//2 21//2
|
|
f 22//2 36//2 37//2 23//2
|
|
f 20//1 21//1 25//1 24//1
|
|
f 22//1 23//1 29//1 28//1
|
|
f 25//1 28//1 30//1 27//1
|
|
f 33//2 35//2 38//2 36//2
|
|
f 21//1 22//1 28//1 25//1
|
|
f 21//2 33//2 36//2 22//2
|
|
f 42//1 43//1 45//1 44//1
|
|
f 48//1 49//1 51//1 50//1
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f 1982//3 2224//3 2226//3 1984//3
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f 1968//4 2095//4 2093//4 1966//4
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f 2012//4 2127//4 2125//4 2010//4
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f 2000//4 2117//4 2095//4 1968//4
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f 1932//1 2063//1 2313//1 2174//1
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f 2247//4 2385//4 2127//4 2012//4
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f 2451//5 2793//5 2670//5 2312//5
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f 1992//3 2234//3 2601//3 2510//3
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f 2526//6 2617//6 2265//6 2020//6
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f 5037//5 5039//5 4368//5 4366//5
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f 4378//1 5047//1 5049//1 4380//1
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f 5045//5 5047//5 4378//5 4376//5
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f 4386//1 5057//1 5059//1 4388//1
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f 4380//1 5049//1 5057//1 4386//1
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f 5039//5 5045//5 4376//5 4368//5
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f 4414//2 4416//2 5095//2 5093//2
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f 4428//4 5107//4 5105//4 4426//4
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f 4426//4 5105//4 5101//4 4420//4
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f 4416//2 4420//2 5101//2 5095//2
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f 4452//4 5135//4 5133//4 4450//4
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f 4460//4 5143//4 5141//4 4458//4
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f 4458//4 5141//4 5135//4 4452//4
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f 4450//4 5133//4 5107//4 4428//4
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f 4332//2 4414//2 5093//2 5015//2
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f 4642//1 5325//1 5327//1 4644//1
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f 4650//1 5333//1 5335//1 4652//1
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f 4644//1 5327//1 5333//1 4650//1
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f 4674//1 5357//1 5359//1 4676//1
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f 4682//1 5365//1 5367//1 4684//1
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f 4676//1 5359//1 5365//1 4682//1
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f 4708//4 5391//4 5389//4 4706//4
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f 4716//4 5399//4 5397//4 4714//4
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f 4714//4 5397//4 5391//4 4708//4
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f 4740//4 5423//4 5421//4 4738//4
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f 4748//4 5431//4 5429//4 4746//4
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f 4746//4 5429//4 5423//4 4740//4
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f 4652//1 5335//1 5357//1 4674//1
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f 4738//4 5421//4 5399//4 4716//4
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f 4388//1 5059//1 5325//1 4642//1
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f 4706//4 5389//4 5143//4 4460//4
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f 3976//2 4322//2 5005//2 4823//2
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f 4855//5 5037//5 4366//5 4008//5
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f 5890//2 5892//2 6611//2 6609//2
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f 5898//2 5900//2 6619//2 6617//2
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f 5892//2 5898//2 6617//2 6611//2
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f 6641//5 6643//5 5924//5 5922//5
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f 6649//5 6651//5 5932//5 5930//5
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f 6643//5 6649//5 5930//5 5924//5
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f 5954//2 5956//2 6675//2 6673//2
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f 5962//2 5964//2 6683//2 6681//2
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f 5956//2 5962//2 6681//2 6675//2
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f 6705//5 6707//5 5988//5 5986//5
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f 6713//5 6715//5 5996//5 5994//5
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f 6707//5 6713//5 5994//5 5988//5
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f 5900//2 5954//2 6673//2 6619//2
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f 6651//5 6705//5 5986//5 5932//5
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f 6178//1 6865//1 6867//1 6180//1
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f 6186//1 6873//1 6875//1 6188//1
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f 6180//1 6867//1 6873//1 6186//1
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f 6210//1 6897//1 6899//1 6212//1
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f 6218//1 6905//1 6907//1 6220//1
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f 6212//1 6899//1 6905//1 6218//1
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f 6244//4 6931//4 6929//4 6242//4
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f 6252//4 6939//4 6937//4 6250//4
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f 6250//4 6937//4 6931//4 6244//4
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f 6276//4 6963//4 6961//4 6274//4
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f 6284//4 6971//4 6969//4 6282//4
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f 6282//4 6969//4 6963//4 6276//4
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f 6188//1 6875//1 6897//1 6210//1
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f 6274//4 6961//4 6939//4 6252//4
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f 6482//2 6484//2 7123//2 7121//2
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f 6490//1 7129//1 7131//1 6492//1
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f 6502//1 7139//1 7141//1 6504//1
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f 6500//2 6504//2 7141//2 7137//2
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f 6492//1 7131//1 7139//1 6502//1
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f 6484//2 6500//2 7137//2 7123//2
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f 7177//5 7179//5 6528//5 6526//5
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f 7185//5 7187//5 6536//5 6534//5
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f 7179//5 7185//5 6534//5 6528//5
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f 6560//4 7211//4 7209//4 6558//4
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f 6568//4 7219//4 7217//4 6566//4
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f 6566//4 7217//4 7211//4 6560//4
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f 7241//5 7243//5 6596//5 6594//5
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f 6604//4 7251//4 7249//4 6602//4
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f 6608//4 7257//4 7251//4 6604//4
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f 7243//5 7257//5 6608//5 6596//5
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f 6602//4 7249//4 7219//4 6568//4
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f 7187//5 7241//5 6594//5 6536//5
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f 6220//1 6907//1 7129//1 6490//1
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f 6558//4 7209//4 6971//4 6284//4
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f 5964//2 6482//2 7121//2 6683//2
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f 6715//5 7177//5 6526//5 5996//5
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f 548//1 1391//1 2889//1 2042//1
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f 2106//4 2953//4 1455//4 612//4
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f 4684//1 5367//1 6865//1 6178//1
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f 6242//4 6929//4 5431//4 4748//4
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f 868//2 3902//2 4749//2 1679//2
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f 1711//5 4781//5 3934//5 900//5
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f 2856//2 5890//2 6609//2 3539//2
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f 3571//5 6641//5 5922//5 2888//5
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f 1012//3 2547//3 5581//3 4046//3
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f 4062//6 5597//6 2563//6 1028//6 |