##master-page:HelpTemplate ##master-date:Unknown-Date #format wiki #language en #Please change following line to BDF module name = Excitation analyze based on molecular fragments in TDDFT = <> 有时,我们希望将某个TDDFT激发态到底由分子片内或分子片段之间的激发所贡献,因此,可以利用通过定义分子片段,将分子轨道(CMO,LMO或FLMO)指定到分子片段,再分析TDDFT的激发态。需要注意的是,CMO通常比较弥散,所以分子片段激发分析是近似的。 BDF的输入域&DATABASE中可以定义分子片段, 例如下面的例子,对于分子C8H10我们定义了四个分子片段,分子片段可以重叠,也可以不重叠,这里我们使用的有重叠的分子片段。我们希望使用CMO做分子片段激发分析 {{{ $COMPASS Title CH2 Molecule test run, cc-pvqz Basis 6-31G Geometry c 0.5833330000 0.0 0.0000000000 c 1.9203330000 0.0 0.0000000000 h 0.0250410000 0.0 -0.9477920000 h 0.0250620000 0.0 0.9477570000 h 2.4703130000 0.0 -0.9525920000 c 2.6718330000 0.0 1.3016360000 c 4.0088330000 0.0 1.3016360000 h 2.1218540000 0.0 2.2542280000 h 4.5588130000 0.0 0.3490440000 c 4.7603330000 0.0 2.6032720000 c 6.0973330000 0.0 2.6032720000 h 4.2103540000 0.0 3.5558650000 h 6.6473130000 0.0 1.6506800000 c 6.8488330000 0.0 3.9049090000 c 8.1858330000 0.0 3.9049090000 h 6.2988540000 0.0 4.8575010000 h 8.7441260000 0.0 4.8527010000 h 8.7441050000 0.0 2.9571520000 End geometry Check Skeleton Group C(1) $END $XUANYUAN Direct Schwarz $END $SCF RHF iprtmo 2 threshconverg 1.d-8 1.d-6 $END # 如果需要利用LMO做分子片段激发分析,打开这下面两个注释行。 #$localmo #$end $TDDFT imethod 1 isf 0 itda 1 idiag 1 nexi 10 AOKXC crit_e 1.d-5 fraganalyze $END &DATABASE nfragment 4 fragment 1 9 1 2 3 4 5 6 7 8 9 fragment 2 12 1 2 4 5 6 7 8 9 10 11 12 13 fragment 3 12 6 7 8 9 10 11 12 13 14 15 16 18 fragment 4 9 10 11 12 13 14 15 16 17 18 &END }}} 输出结果如下 {{{ No. 1 w= 5.5290 eV -308.3680814226 a.u. f= 2.2716 D= 0.0000 Ova= 0.8714 CV(0): A( 28 )-> A( 31 ) c_i: 0.2111 Per: 4.5% Fragment ( 3) to Fragment ( 3) Oai: 0.9039 CV(0): A( 29 )-> A( 30 ) c_i: -0.9577 Per: 91.7% Fragment ( 2) to Fragment ( 2) Oai: 0.8783 No. 2 w= 7.5222 eV -308.2948336397 a.u. f= 0.0000 D= 0.0000 Ova= 0.7865 CV(0): A( 27 )-> A( 31 ) c_i: -0.1334 Per: 1.8% Fragment ( 3) to Fragment ( 3) Oai: 0.8432 CV(0): A( 28 )-> A( 30 ) c_i: -0.7328 Per: 53.7% Fragment ( 3) to Fragment ( 2) Oai: 0.8135 CV(0): A( 29 )-> A( 31 ) c_i: 0.6100 Per: 37.2% Fragment ( 2) to Fragment ( 3) Oai: 0.7726 }}}