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📄 dfttest.in

📁 大型并行量子化学软件;支持密度泛函(DFT)。可以进行各种量子化学计算。支持CHARMM并行计算。非常具有应用价值。
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% -*- KeyVal -*-trap_fpes = 0h<Molecule>: (  symmetry = d2h  unit = angstrom  { atoms geometry } = {    H     [  0.0  0.0   0.0 ]  })li<Molecule>: (  symmetry = d2h  unit = angstrom  { atoms geometry } = {    Li     [  0.0  0.0   0.0 ]  })heh<Molecule>: (  symmetry = C1  unit = angstrom  { atoms geometry } = {    He    [     0.00000000     0.00000000     1.00000000 ]    H     [     0.00000000     0.00000000    -1.00000000 ]  })hehe<Molecule>: (  symmetry = C1  unit = angstrom  { atoms geometry } = {    He    [     0.00000000     0.00000000     1.00000000 ]    He    [     0.00000000     0.00000000    -1.00000000 ]  })hehy<Molecule>: (  symmetry = C1  unit = angstrom  { atoms geometry } = {    He    [     0.00000000       1.00000000  0.00000000  ]    H     [     0.00000000      -1.00000000  0.00000000  ]  })he<Molecule>: (  symmetry = d2h  unit = angstrom  { atoms geometry } = {    He     [  0.0  0.0   0.0 ]  })hf<Molecule>: (  symmetry = c2v  unit = angstrom  { atoms geometry } = {      H    [ 0.000000    0.000000   -0.832050 ]      F    [ 0.000000    0.000000    0.092450 ]  })h2o<Molecule>: (  symmetry = C1  unit = angstrom  { atoms geometry } = {    O     [     0.00000000     0.00000000     0.36937294 ]    H     [     0.78397590     0.00000000    -0.18468647 ]    H     [    -0.78397590     0.00000000    -0.18468647 ]  })nel<NElFunctional>:()slaterx<SlaterXFunctional>: ()pw92lc<PW92LCFunctional>: ()xalpha<XalphaFunctional>: ()hfb<SumDenFunctional>: (  coefs = [ 1.0 1.0 ]  funcs: [     <SlaterXFunctional>: ()     <Becke88XFunctional>: ()  ])blyp<SumDenFunctional>: (  coefs = [ 1.0 1.0 1.0 ]  funcs: [     <SlaterXFunctional>: ()     <Becke88XFunctional>: ()     <LYPCFunctional>: ()    ])b3lyp<SumDenFunctional>: (  coefs = [ 0.8 0.72 0.19 0.81]  a0 = 0.2  funcs: [     <SlaterXFunctional>: ()     <Becke88XFunctional>: ()     <VWN3LCFunctional>: ()     <LYPCFunctional>: ()    ])pbex<PBEXFunctional>: ()pbexo<PBEXFunctionalOld>: ()pbec<PBECFunctional>: ()pbeco<PBECFunctionalOld>: ()pbe<SumDenFunctional>: (  coefs = [ 1.0 1.0 ]  funcs: [     <PBEXFunctional>: ()     <PBECFunctional>: ()    ])mpw91_pw91x<mPW91XFunctional>: ( constants = "PW91" )mpw91_b88x<mPW91XFunctional>: ( constants = "B88" )pw91x<PW91XFunctional>: ()pw91c<PW91CFunctional>: ()pw91co<PW91CFunctionalOld>: ()b88x<SumDenFunctional>: (  coefs = [ 1.0 1.0 ]  funcs: [     <SlaterXFunctional>: ()     <Becke88XFunctional>: ()    ])pw92lc<PW92LCFunctional>: ()pw91<SumDenFunctional>: (  coefs = [ 1.0 1.0 ]  funcs: [     <PW91XFunctional>: ()     <PW91CFunctional>: ()    ])pbecnl<SumDenFunctional>: (  coefs = [ 1.0 -1.0 ]  funcs: [     <PBECFunctional>: ()     <PW92LCFunctional>: ()    ])valtest = [ $:pbex  $:pbec ] %$:pw91c $:pw91co $:pw92lc $:pw91 $:b88x $:mpw91_b88x $:pbe $:pw91c]basis<GaussianBasisSet>: (  %name = test  %name = test2  %name = "STO-3G"  name = "3-21G"  %name = "6-31G"  molecule = $..:molecule)clwfn<CLHF>:(  molecule = $:molecule  basis = $:basis  memory = 16000000)oswfn<HSOSSCF>:(  molecule = $:li  basis = $:basis  memory = 16000000)clks<CLKS>: (  value_accuracy = 1.0e-8  molecule = $:molecule  basis = $:basis  functional = $:functional  guess_wavefunction<CLHF>: (    molecule = $:molecule    basis<GaussianBasisSet>: (      name = "STO-3G"      molecule = $:molecule    )  ))wfn = $:clwfn%dft = $:clksmolecule = $:h2o% HFB works for h2o/3-21G hehe/3-21G% BLYP works dE/dx == DE/Dx for hehe/3-21G h2o/3-21G% B3LYP fails dE/dx == DE/Dx for hehe/3-21Gfunctional = $:b3lypbasis: ( helium: test: [  (type: [am = s]   {exp coef:0} = {            6.36242139       0.15432897            1.15892300       0.53532814            0.31364979       0.44463454   })  (type: [am = p]   {exp coef:0} = {            1.0       1.0   }) ] helium: test2: [  (type: [am = s]   {exp coef:0} = {            6.36242139       0.15432897            1.15892300       0.53532814            0.31364979       0.44463454   })  (type: [am = s]   {exp coef:0} = {            0.01       1.0   }) ] helium: test3: [  (type: [am = s]   {exp coef:0} = {            4.0       1.0            2.0       1.0   }) ])

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