***** Operator details ***** DOF no. label 1 Q_1 2 Q_2 3 Q_3 4 Q_4 5 Q_5 6 Q_6 7 Q_7 8 Q_8 9 Q_9 10 Q_10 11 Q_11 12 Q_12 13 Q_13 14 Q_14 15 Q_15 16 Q_16 17 Q_17 18 Q_18 19 el Mode no. DOF no. 1 5, 14 2 12, 15 3 8 Information for Hamiltonian : system Total no. of terms : 14 No. of correlated terms : 4 No. of correlated terms : 4 No. of uncorrelated terms for mode 1 state 1: 2 No. of uncorrelated terms for mode 1 state 2: 2 No. of uncorrelated terms for mode 2 state 1: 2 No. of uncorrelated terms for mode 2 state 2: 2 No. of uncorrelated terms for mode 3 state 1: 1 No. of uncorrelated terms for mode 3 state 2: 1 Parameters PI 3.141592653590 omega_1 0.000918732590 omega_2 0.000970181615 omega_3 0.001087779387 omega_4 0.002227007798 omega_5 0.003351536488 omega_6 0.003663905569 omega_7 0.003674930360 omega_8 0.004001999162 omega_9 0.004623062393 omega_10 0.004784759329 omega_11 0.006519326459 omega_12 0.006515651528 omega_13 0.007548306960 omega_14 0.009473970468 omega_15 0.013645016427 omega_16 0.014648272415 omega_17 0.015137038153 omega_18 0.015137038153 E1 0.327120251071 E2 0.347115547160 kappa1_8 0.001951388021 kappa2_8 0.002182908634 kappa1_12 0.000422616991 kappa2_12 0.000367493036 kappa1_14 0.005982786626 kappa2_14 -0.012575611692 kappa1_15 0.001480996935 kappa2_15 -0.001179652646 lambda_5 0.010583799437 Operator Labels Label function no. file no. 1 1 302 -1 23 302 I 1 101 omega_1 2 301 0.5 0 301 omega_2 3 301 omega_3 4 301 omega_4 5 301 omega_5 6 301 KEdvr 1 3 q^2 3 302 omega_6 7 301 omega_7 8 301 omega_8 9 301 omega_9 10 301 omega_10 11 301 omega_11 12 301 omega_12 13 301 omega_13 14 301 omega_14 15 301 omega_15 16 301 omega_16 17 301 omega_17 18 301 omega_18 19 301 E1 20 301 S1&1 9 3 E2 21 301 S2&2 9 3 lambda_5 30 301 S1&2 9 3 q 2 302 kappa1_8 22 301 kappa2_8 23 301 kappa1_12 24 301 kappa2_12 25 301 kappa1_14 26 301 kappa2_14 27 301 kappa1_15 28 301 kappa2_15 29 301 S2&1 9 3 Hamiltonian Operator Terms No. f m md Typ Sym 1 1 0 0 1 1 1 2 2 0 0 1 1 1 3 3 0 0 1 1 1 4 4 0 0 1 1 1 5 5 0 0 1 1 1 6 6 0 0 1 1 1 7 7 0 0 1 1 1 8 8 0 0 1 1 1 9 9 0 0 1 1 1 10 10 0 0 1 1 1 11 11 0 0 1 1 1 12 12 0 0 1 1 1 13 13 0 0 1 1 1 14 14 0 0 1 1 1 15 15 0 0 1 1 1 16 16 0 0 1 1 1 17 17 0 0 1 1 1 18 18 0 0 1 1 1 19 19 0 0 1 1 1 20 K 0 0 1 1 1 67 K 0 0 2 1 E1 69 K 0 0 2 1 E2 71 K 0 0 2 1 lambda_5 73 5 0 0 2 0 q 87 5 0 0 8 1 KEdvr*omega_5 + q^2*0.5*omega_5 88 8 0 0 8 1 q*kappa1_8 + KEdvr*omega_8 + q^2*0.5*omega_8 89 12 0 0 8 1 q*kappa1_12 + KEdvr*omega_12 + q^2*0.5*omega_12 90 14 0 0 8 1 q*kappa1_14 + KEdvr*omega_14 + q^2*0.5*omega_14 91 15 0 0 8 1 q*kappa1_15 + KEdvr*omega_15 + q^2*0.5*omega_15 92 8 0 0 8 1 q*kappa2_8 + KEdvr*omega_8 + q^2*0.5*omega_8 93 12 0 0 8 1 q*kappa2_12 + KEdvr*omega_12 + q^2*0.5*omega_12 94 14 0 0 8 1 q*kappa2_14 + KEdvr*omega_14 + q^2*0.5*omega_14 95 15 0 0 8 1 q*kappa2_15 + KEdvr*omega_15 + q^2*0.5*omega_15 96 0 1 0 1 1 (5)*(14) 97 0 2 0 1 1 (12)*(15) 98 0 1 0 2 1 (73)*(14) Correlated Terms dof order = Q_5, Q_14, Q_12, Q_15, Q_8, k ki kf coeff No.s 1 1 1 67 96 97 8 2 2 2 69 96 97 8 3 1 2 71 98 97 8 4 2 1 71 98 97 8 Uncorrelated Terms k m s coeff No.s 5 1 1 20 5 90 6 1 1 20 87 14 7 1 2 20 5 94 8 1 2 20 87 14 9 2 1 20 89 15 10 2 1 20 12 91 11 2 2 20 93 15 12 2 2 20 12 95 13 3 1 20 88 14 3 2 20 92 **** Non-hermitian operators **** Hermitian = 1 Anti-Hermitian = -1 k ki kf coeff No.s 3 1 2 1 0 0 0 4 2 1 1 0 0 0