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ÌÓÖÐÒ ÖÒÓÞÚÝËÝ×ØÑÒÓÒÔÖÓt0º〈B(t)〉 Aδ(t) =∫B(t)exp(−βHt0 +βȦ(0)]dpdq∫exp[−βHt>0 +βȦ(0)]dpdq
ÌÓÖÐÒ ÖÒÓÞÚÝÖÒ¹ÃÙÓ ÈÓÖÙÔ×ÓÐõÓÙA(t) =ÓÒ×ØÒØÔÖÓt > 0ºÄÑØt ÈÓÞÒºÒÖ´ÓÒÓØÀÑÐØÓÒ ÈÐ ÒÙµÒÒÓÒ×ØÒØÒÔÖÓt >ṗ1ÔÓÞÒ ÈÖÓF 1 = E x q〈B〉 A = β∫ ∞0 〈Ȧ(0)B(t)〉dt→0∞·21/26s131,x = f 1,x +F 1〈ẋ 1 〉 Aiµ∫ ∞= F 1 β 〈ẋ 1(0)ẋ 1 (t)〉0ÒÓÐ´Ò×ØÒβD i = v i /F∫ÒÑÆÖÒ×ØÓÚÙÖÓÚÒÔÖÓÐÑØÒÑÓÐ ×ÓÒÒ∞D 1ÓÑÔÔÓØÒÒÒÑÓÐÓ×Ø¹= 〈ẋ 1(0)ẋÖÒÚÓÚÓ×Ø1 (t)〉dt0Λ ∞ 1 = 〈ẋq 1N A 〉= q2 1 D 1E x RT
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