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[½»Á÷] Çë½ÌÒ»¸ö¹ØÓÚpi-pi¶Ñ»ýÖÐslippage angleµÄÎÊÌ⣡[Òѽâ¾ö]Çë°æÖ÷´¦Àí£¬¶àл£¡

Éó¸åÈË˵it could be interesting to give either the offset angle of the slippage between the rings.Õâ¸öÆ«ÒÆ½Ç¶ÈºÍ¦Â»òÕߦÃÊÇ·ñÓйØÄØ£¿Èç¹ûûÓйØÏµ£¬ÄǸö¾ßÌåÖ¸Ê²Ã´ÄØ£¿¶àлָ½Ì£¡

- Cg(I)    = Plane number I (= ring number in () above)
- Alpha    = Dihedral Angle between Planes I and J (Deg)
- Beta     = Angle Cg(I)-->Cg(J) or Cg(I)-->Me vector and normal to plane I (Deg)
- Gamma    = Angle Cg(I)-->Cg(J) vector and normal to plane J (Deg)
- Cg-Cg    = Distance between ring Centroids (Ang.)
- CgI_Perp = Perpendicular distance of Cg(I) on ring J (Ang.)
- CgJ_Perp = Perpendicular distance of Cg(J) on ring I (Ang.)
- Slippage = Distance between Cg(I) and Perpendicular Projection of Cg(J) on Ring I (Ang).
- P,Q,R,S  = J-Plane Parameters for Carth. Coord. (Xo, Yo, Zo)

[ Last edited by ·ç·ç1ºÅ on 2009-2-23 at 12:38 ]

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·ç·ç1ºÅ(½ð±Ò+3,VIP+0):ÐֵܿɷñÏêϸ˵Ã÷Ò»ÏÂÄØ£¿»òÕß˵ÎÒ¿ÉÒÔÖ±½Ó°ÑBeta»òÕßGammaµÄ½Ç¶ÈÁе½±íÀïÃæÂ𣿠2-21 13:55
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2Â¥2009-02-21 13:50:15
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190502203

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·ç·ç1ºÅ(½ð±Ò+2,VIP+0):ÏÂÃæÊÇplaton¼ÆËãµÄ½á¹û,ÎÒÏëÖªµÀÉó¸åÈËËù˵µÄoffset angle of the slippage between the ringsÓë¼ÆËã½á¹ûÖеÄÄĸö½Ç¶ÈÖµÓйأ¬¶àл£¡ 2-23 09:49
·ç·ç1ºÅ(½ð±Ò+2,VIP+0):ÏÂÃæÊÇplaton¼ÆËãµÄ½á¹û,ÎÒÏëÖªµÀÉó¸åÈËËù˵µÄoffset angle of the slippage between the ringsÓë¼ÆËã½á¹ûÖеÄÄĸö½Ç¶ÈÖµÓйأ¬¶àл£¡ 2-23 09:49
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3Â¥2009-02-21 18:49:46
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ÒýÓûØÌû:
Originally posted by 190502203 at 2009-2-21 18:49:
Â¥Ö÷ÄãÓ¦¸Ã°ÑÄã¾§Ìå½á¹¹ÃèÊö¼°Í¼Æ×Ìù³öÀ´£¬ÁíÍâ¶þÃæ½ÇÊÇ¿ÉÒÔͨ¹ýMercury²â³öÀ´µÄ

Cg(I) Res(I)   Cg(J)  [   ARU(J)]       Cg-Cg   Transformed J-Plane P, Q, R, S   Alpha    Beta   Gamma CgI_Perp CgJ_Perp Slippage

Cg(4)  [ 1] -> Cg(4)  [  2566.01]      5.1629   0.2485 0.3644-0.8974   -4.5517    0.00   50.81   50.81   3.262   3.262   4.001
Cg(4)  [ 1] -> Cg(7)  [  2566.01]      3.4782   0.2420 0.1633-0.9564   -6.9721   12.04   11.35   11.64   3.407   3.410
Cg(4)  [ 1] -> Cg(11) [  1655.01]      4.7071  -0.3847 0.3770 0.8425    2.6682   44.41   58.36   21.25   4.387   2.469
Cg(4)  [ 1] -> Cg(11) [  2566.01]      5.5109   0.3847-0.3770-0.8425   -9.7096   44.41   56.42   61.20   2.654   3.048
Cg(4)  [ 1] -> Cg(12) [  1565.01]      4.8500  -0.4749 0.5082 0.7185    5.3909   54.72   16.47   70.89   1.588   4.651
Cg(5)  [ 1] -> Cg(5)  [  2565.01]      4.9707  -0.8899 0.3728-0.2627    1.9652    0.03   48.81   48.81   3.273   3.273   3.741
Cg(5)  [ 1] -> Cg(8)  [  2565.01]      3.5099  -0.9018 0.3571-0.2435    1.8698    1.58   16.53   17.59   3.346   3.365
Cg(5)  [ 1] -> Cg(11) [  1655.01]      5.4213  -0.3847 0.3770 0.8425    2.6682   74.83   36.20   69.82   1.870   4.375
Cg(5)  [ 1] -> Cg(13) [  1555.01]      5.7941   0.9229 0.1289 0.3629    6.8659   29.70   43.08   71.12   1.874   4.232
Cg(6)  [ 1] -> Cg(4)  [  2566.01]      5.3385   0.2485 0.3644-0.8974   -4.5517   80.65   46.21   68.66   1.943   3.694
Cg(6)  [ 1] -> Cg(6)  [  2556.01]      4.9462  -0.2986-0.9145-0.2730   -2.9408    0.02   59.17   59.17   2.535   2.535   4.247
Cg(6)  [ 1] -> Cg(11) [  2556.01]      5.7005   0.3847-0.3770-0.8425   -6.7795   62.62   49.62   83.00   0.694   3.693
Cg(7)  [ 1] -> Cg(4)  [  2566.01]      3.4782   0.2485 0.3644-0.8974   -4.5517   12.04   11.64   11.35   3.410   3.407
Cg(7)  [ 1] -> Cg(5)  [  2565.01]      5.7865  -0.8899 0.3728-0.2627    1.9652   84.45   49.28   80.68   0.937   3.775
Cg(8)  [ 1] -> Cg(5)  [  2565.01]      3.5099  -0.8899 0.3728-0.2627    1.9652    1.58   17.59   16.53   3.365   3.346
Cg(8)  [ 1] -> Cg(9)  [  1555.01]      4.7984   0.8004 0.3294 0.5009    7.0762   43.44   41.89   42.07   3.562   3.572
Cg(8)  [ 1] -> Cg(12) [  2555.01]      5.8524   0.4749-0.5082-0.7185    1.2490   64.23   56.77   67.04   2.283   3.207
Cg(8)  [ 1] -> Cg(13) [  1555.01]      4.2420   0.9229 0.1289 0.3629    6.8659   29.00   11.01   27.00   3.780   4.164
Cg(9)  [ 1] -> Cg(6)  [  2656.01]      4.6955  -0.2986-0.9145-0.2730   -6.1649   47.39   27.98   69.67   1.631   4.147
Cg(9)  [ 1] -> Cg(8)  [  1555.01]      4.7984   0.9018-0.3571 0.2435    1.4579   43.44   42.07   41.89   3.572   3.562
Cg(9)  [ 1] -> Cg(9)  [  2656.01]      5.4291  -0.8004-0.3294-0.5009  -11.5308    0.02   34.86   34.86   4.455   4.455   3.103
Cg(9)  [ 1] -> Cg(12) [  1555.01]      4.9562  -0.4749 0.5082 0.7185    1.2490   81.53    5.96   79.52   0.901   4.929
Cg(11) [ 1] -> Cg(4)  [  1455.01]      4.7071  -0.2485-0.3644 0.8974    3.9726   44.41   21.25   58.36   2.469   4.387
Cg(11) [ 1] -> Cg(5)  [  2565.01]      4.7557  -0.8899 0.3728-0.2627    1.9652   74.83    9.54   65.66   1.960   4.690
Cg(11) [ 1] -> Cg(13) [  1455.01]      5.7984   0.9229 0.1289 0.3629   -3.0981   89.96   55.21   59.24   2.965   3.309
Cg(12) [ 1] -> Cg(5)  [  1545.01]      5.7733   0.8899-0.3728 0.2627    1.9652   64.95   45.50   88.27   0.175   4.047
Cg(12) [ 1] -> Cg(6)  [  2556.01]      4.5107  -0.2986-0.9145-0.2730   -2.9408   58.73    3.46   62.11   2.110   4.503
Cg(12) [ 1] -> Cg(11) [  1645.01]      5.8074  -0.3847 0.3770 0.8425   -0.2619   11.58   58.72   70.12   1.975   3.016
Cg(12) [ 1] -> Cg(13) [  2655.01]      5.3486  -0.9229-0.1289-0.3629   -3.0981   83.57   12.68   77.80   1.130   5.218
Cg(13) [ 1] -> Cg(5)  [  2665.01]      5.3618  -0.8899 0.3728-0.2627   -7.6432   29.70   45.71   66.90   2.103   3.744
Cg(13) [ 1] -> Cg(6)  [  2656.01]      5.3706  -0.2986-0.9145-0.2730   -6.1649   60.50   35.99   67.65   2.042   4.345
Cg(13) [ 1] -> Cg(8)  [  1555.01]      4.2420   0.9018-0.3571 0.2435    1.4579   29.00   27.00   11.01   4.164   3.780
Cg(13) [ 1] -> Cg(11) [  1655.01]      5.7984  -0.3847 0.3770 0.8425    2.6682   89.96   59.24   55.21   3.309   2.965
Cg(13) [ 1] -> Cg(12) [  1655.01]      5.8664  -0.4749 0.5082 0.7185   -3.8781   83.57   30.28   62.37   2.720   5.066
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4Â¥2009-02-23 09:47:29
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