source: trunk/source/geometry/solids/test/SBT/log/tubs.d1.log @ 1350

Last change on this file since 1350 was 1350, checked in by garnier, 13 years ago

update to last version 4.9.4
File size: 7.2 KB
Line 
1% SBT logged output Ž
2% /solid/G4Tubs 0.8 1 1 0 90
3% target =    (0,0,0)
4% widths =    (1000,1000,1000)
5% grids  =    (0,0,0)
6% maxPoints = 10000
7% maxErrors = 100
8% T03: DistanceToIn(p,v) undershoots DistanceToIn = 404.74478420721
91 1059.2384742859 -404.74478420721 -1.0454104304642 -0.36545525129841 0.64645808816102 -0.66972710826844
10% T03: DistanceToIn(p,v) undershoots DistanceToIn = 743.4554034541
112 1400.9282856666 -743.4554034541 -810.8799929468 -0.59063173936145 0.80292194043869 0.080439455623647
12% T03: DistanceToIn(p,v) undershoots DistanceToIn = 743.4554034541
133 1400.9282856666 -743.4554034541 -810.8799929468 -0.57012509896108 0.82096293422634 -0.03126071274141
14% T03: DistanceToIn(p,v) undershoots DistanceToIn = 1253.0264805785
154 419.02354642682 -1253.0264805785 1889.4881472839 0.19062822361803 0.55617499046529 -0.80890683044537
16% T03: DistanceToIn(p,v) undershoots (any further such errors suppressed) DistanceToIn = 1073.8688255157
175 646.40242239522 -1073.8688255157 -954.13713103533 0.15159425784126 0.73902745644259 0.65639744028565
18% TI: DistanceToOut(p,v) <= 0  Normal Dist =  DistanceToIn = 6.8336530981212
196 775.24913150938 223.53820225099 -605.0430456019 0.11162498352354 -0.1911790352661 0.9751873868791
20% TI: DistanceToOut(p,v) overshoots DistanceToIn = 6.8336530981212
217 775.24913150938 223.53820225099 -605.0430456019 0.30982041531993 -0.6854302837559 0.65893598806052
22% TI: DistanceToOut(p,v) <= 0  Normal Dist =  DistanceToIn = 6.8336530981212
238 775.24913150938 223.53820225099 -605.0430456019 0.10539228805029 0.039143696284108 -0.99366002066136
24% TI: DistanceToOut(p,v) overshoots DistanceToIn = 6.8336530981212
259 775.24913150938 223.53820225099 -605.0430456019 0.53476462351867 -0.82648425804822 -0.17592773695873
26% T0: DistanceToIn(p,v) undershoots DistanceToIn = 215.70259735063
2710 1053.8197382665 -215.70259735063 328.0030437953 -0.26077845732431 0.41118673447798 -0.8734529555648
28% T02: DistanceToIn(p) should be zero DistanceToIn = 613.85383444661
2911 103.48498006017 994.63101645884 -884.65737989768 0.63361701855428 -0.7273051545144 0.26373601577179
30% T02: DistanceToIn(p) should be zero DistanceToIn = 827.8809262969
3112 955.63012449868 294.56928752102 -667.80193166949 -0.88522730784933 -0.34858803771491 0.30799187229519
32% T02: DistanceToIn(p) should be zero DistanceToIn = 602.27330497531
3313 987.56948967112 157.1830241175 -484.12578220213 -0.83858929599865 0.26207916470467 -0.47757984051276
34% T02: DistanceToIn(p) should be zero DistanceToIn = 751.90092555319
3514 988.87361284035 148.75811852827 -623.78186079182 -0.94062420219441 0.32926917436366 0.082510127014789
36% T02: DistanceToIn(p) should be zero (any further such errors suppressed) DistanceToIn = 972.78458269049
3715 768.36163729777 222.75635642804 -604.21033890212 0.98652572951382 0.11198717518355 -0.11927219961763
38% T02: DistanceToOut(p) should be zero DistanceToIn = 1222.0842031568
3916 908.65006545268 3.5527136788005e-14 -236.54057281505 -0.29567424210752 0.49545746479355 -0.81676106857176
40% T02: DistanceToOut(p) should be zero DistanceToIn = 1142.3636077858
4117 768.71083564927 221.54830433881 -607.57156956417 0.89723732249282 0.27306972840513 0.3469843088018
42% T02: DistanceToOut(p) should be zero DistanceToIn = 925.75957363924
4318 771.36779724227 212.11252055833 -612.34681544407 0.27517090569761 0.81003463324988 0.51780774964584
44% T0: DistanceToIn(p,v) undershoots DistanceToIn = 156.73494159904
4519 868.22887254078 -156.73494159904 -351.7441949741 -0.19940928404595 0.81555395310718 -0.5432381494405
46% T02: DistanceToOut(p) should be zero DistanceToIn = 271.92194140452
4720 767.434921088 225.9283999294 -599.9125826368 0.80987545876908 -0.24772335744284 -0.5317282007387
48% T02: DistanceToOut(p) should be zero (any further such errors suppressed) DistanceToIn = 329.63496976964
4921 771.26870384432 212.47255462838 -571.14441645194 0.1109357170332 0.30840292972133 -0.94476499703663
50% T0: DistanceToIn(p,v) undershoots DistanceToIn = 1519.2150175926
5122 1311.372048846 -1519.2150175926 -0.38673948193596 -0.27908590332833 0.90721332909 -0.3147618688546
52% TI: DistanceToOut(p,v) overshoots DistanceToIn = 40.210367144565
5323 775.12766429198 566.01523246821 456.82488626885 0.24362703023306 -0.94736367933614 -0.20772079629762
54% T0: DistanceToIn(p,v) undershoots DistanceToIn = 2569.368738682
5524 1761.743662552 -2569.368738682 587.40180780809 -0.30895270855182 0.87468925268391 -0.37345272139556
56% TI: DistanceToOut(p,v) <= 0  Normal Dist =  DistanceToIn = 4.8391325586268
5725 827.5987205204 4.8391325586268 -665.34498628365 0.089862366507337 -0.10265685212824 0.99064944647278
58% TI: DistanceToOut(p,v) overshoots DistanceToIn = 4.8391325586268
5926 827.5987205204 4.8391325586268 -665.34498628365 0.29042703870734 -0.84055398434263 -0.45729764332808
60% TI: DistanceToOut(p,v) overshoots (any further such errors suppressed) DistanceToIn = 4.8391325586268
6127 827.5987205204 4.8391325586268 -665.34498628365 -0.97592073064628 -0.20566913428808 -0.072656277746885
62% T0: DistanceToIn(p,v) undershoots (any further such errors suppressed) DistanceToIn = 0
6328 910.17645075192 -473.22945123365 2083.8504465343 -0.02958000389933 0.17124799304941 -0.98478380787149
64% TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0
6529 759.17934355451 650.88149790891 -101.84888977524 0.079558501550683 -0.75122231164352 -0.65523696730265
66% TI: DistanceToOut(p,v) <= 0  Normal Dist =  DistanceToIn = 41.345491049785
6730 539.86159568065 645.29969225078 -414.77244669862 -0.017241064721615 0.053441257430863 -0.99842214403101
68% TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0
6931 799.94966022454 8.9744697137815 -664.33103726488 0.98834951470226 -0.147822690055 -0.036244849188635
70% TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0
7132 980.60812925923 195.97881730106 -670.0486579009 -0.6248229435269 -0.7805301741243 0.01920772042385
72% TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0
7333 757.4808534808 257.33782584377 -586.74395172208 0.41962102826408 -0.79822213408215 -0.43215693596184
74% TO2: DistanceToOut(p,v) overshoots (any further such errors suppressed) DistanceToIn = 0
7534 794.13433226408 96.698822740938 -629.36834358799 0.32123307755445 -0.88178426434818 -0.34534883962862
76% TI: DistanceToOut(p,v) <= 0  Normal Dist =  (any further such errors suppressed) DistanceToIn = 25.72955519784
7735 875.5504544767 25.72955519784 -16.065367127989 0.095120106169969 -0.14902904054085 0.98424717956298
78% T02: DistanceToOut(p,v) < 0 DistanceToIn = 0
7936 348.57897472711 794.15715013601 -1000 -0.071230715913466 0.078845664484215 0.99433874826565
80% T02: DistanceToOut(p,v) < 0 DistanceToIn = 0
8137 342.20555740756 742.86260442879 1000 -0.050936599969237 0.060914129044999 -0.9968424808696
82% T02: DistanceToOut(p,v) < 0 DistanceToIn = 0
8338 343.61656765023 742.30113821323 1000 -0.028467242516664 0.052030140035636 -0.99823969097175
84% T02: DistanceToOut(p,v) < 0 DistanceToIn = 0
8539 337.71131933391 745.35036290184 1000 -0.12149119547538 0.099665062597717 -0.98757620704397
86% T02: DistanceToOut(p,v) < 0 (any further such errors suppressed) DistanceToIn = 0
8740 823.96034758875 17.540750875439 -1000 0.010863547428936 -0.037924818483688 0.99922154274227
88% End of test (maximum number points) Ž
89% Statistics: points=10000 errors=624502 errors reported=40
90%             inside=224 outside=9776 surface=0
91%             cpu time=58
92%(End of file)
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