t,2 Sample Clauses

t,2. Ft =Et+∆t 2σ2 ∆thtCt + 2 (rt,1 + αt,2Ct) αt,2ht + Ft+∆t(rt,1 + αt,2Ct) (3.55) FT =0 (3.56) Gt,ij =Et+∆t(σ2 ∆tηt,iηt,j — 2Dt,2L ηt,j ) + Et+∆tQt,iQt,j + Gt+∆trt,L rt,L

t,2. It,i =Et+∆t 2σ2 ∆tηt,iCt — 2σ2 ∆tθt,iCt + 2(rt,1 + αt,2Ct)Qt,i + It+∆ta¯t,i (3.61) IT =0 (3.62) Nt =Et+∆t σ2 ∆t + α2 h2 + Ft+∆tαt,2ht + Nt+∆t (3.63) NT =0 (3.64) where Qt,i = (αt,2ηt,i — αt,Li ), a¯t, ¯bt, c¯t can be obtained from equation (3.77), (3.78) and (3.79).

t,2. + 2αt,2β2 h2 + Ft+∆t (αt,2 + β2) ht + Nt+∆t 22