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- 20 -
Ihemq_ggu_\ujZ`_gby
-
iha\heyxlgZclb\ujZ`_gby^ey\_jhylgh
kl_c
P
0
b
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i( j)
\BFI
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ggg
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, (27)
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. (28)
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(28a)
Ihemq_ggu_\ujZ`_gby^ey\_jhylghkl_ci_j_oh^h\fh]ml[ulvbkihevah\Z
gu ^ey ZgZebaZ \_jhylghklbg_jZ\gh\_kgh]h aZk_e_gby ljbie_lgh]hkhklhygbyjZ
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- 20 - Ihemq_ggu_\ujZ`_gby - iha\heyxlgZclb\ujZ`_gby^ey\_jhylgh kl_cP0bPi( j)\BFI ∆g = g1 − g 2 , (27) ˆ T g_^bZ] 2 2π S H α 2 = exp i i i [ I ( I + 1) − M ( M − 1)] Pi = exp− − ⋅ i i . (28) ! ∂ 2 ! ∂ H (− H T T ) ( g1 + g 2 ) z ∂t − − t =0 ∂t t = 0 <ijhkl_cr_fkemqZ_dh]^Zkibgy^jZI= 12 hlebq_ghlgmeylhevdhfZljbq gucwe_f_glkm= − 12 Ijbwlhf\ujZ`_gb_ kms_kl\_gghmijhsZ_lkyb\kem ∂H qZ_ihklhygghckdhjhklbbaf_g_gbyfZ]gblgh]hihey ∂t = ijbgbfZ_l\b^ D 2 Pi = exp (28a) 8! ⋅ ( g + g ) ⋅ 1 2 Ihemq_ggu_\ujZ`_gby^ey\_jhylghkl_ci_j_oh^h\fh]ml[ulvbkihevah\Z gu ^ey ZgZebaZ \_jhylghklb g_jZ\gh\_kgh]h aZk_e_gby ljbie_lgh]h khklhygby jZ ^bdZevghciZju\aZ\bkbfhklbhliZjZf_ljh\BFI AZdexq_gb_
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