A Method for Predicting the Rate Constant of the Reaction of Organic Compounds with Hydroxyl Radicals in Aqueous Phase
A technology of reaction rate constants and organic compounds, applied in prediction, data processing application, electrical digital data processing and other directions, can solve problems such as inconvenient application, insufficient transparency of the model, difficult model mechanism interpretation, etc. , the effect of model algorithm transparency
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Embodiment 1
[0027] n-heptanol, experimentally determined water phase logk OH with a value of 9.87, the calculated quantum chemistry and Dragon descriptors are: [E HOMO ]=-0.394, [HATS2s]=0.818, [Mor23u]=-1.293, [GATS1e]=1.049, [N-075]=0, [nR=Cp]=0, [nRCONH2]=0, [C-001 ]=1,[MLOGP]=1.940,[nS]=0,[nBR]=0,[q H + ]=0.326, [Eig03_EA(dm)]=0.
[0028] h=0.0171* =0.0998, so the compound is in the application domain, calculated by the model as follows:
[0029] logk OH =6.233[E HOMO [ nS]-0.265[nBR]+0.651[q H + ]+0.119[Eig03_EA(dm)]+11.566
[0030] =6.233×(-0.394)-0.074×0.818-0.183×(-1.293)+0.238×1.049-0.07+0.080×1.940+0.651×0.326+11.566
[0031] =9.83
Embodiment 2
[0033] Benzonitrile, an aromatic nitrogen-containing compound, experimentally determined aqueous phase logk OH With a value of 9.64, the calculated quantum chemistry and Dragon descriptors are: [E HOMO ]=-0.373, [HATS2s]=0.585, [Mor23u]=-0.500, [GATS1e]=0.476, [N-075]=0, [nR=Cp]=0, [nRCONH2]=0, [C-001 ]=0,[MLOGP]=1.769,[nS]=0,[nBR]=0,[q H + ]=0.167, [Eig03_EA(dm)]=0.
[0034] h=0.0171* =0.0998, so the compound is in the application domain, calculated by the model as follows:
[0035] logk OH =6.233[E HOMO [ nS]-0.265[nBR]+0.651[q H + ]+0.119[Eig03_EA(dm)]+11.566
[0036] =6.233×(-0.373)-0.074×0.585-0.183×(-0.500)+0.238×0.476+0.080×1.769+0.651×0.167+11.566
[0037] =9.65
Embodiment 3
[0039] Diisopropyl sulfoxide, S-containing compound, experimentally determined aqueous phase logk OH with a value of 9.83, the calculated quantum chemistry and Dragon descriptors are: [E HOMO ]=-0.314, [HATS2s]=0.864, [Mor23u]=-0.296, [GATS1e]=0.400, [N-075]=0, [nR=Cp]=0, [nRCONH2]=0, [C-001 ]=4,[MLOGP]=1.587,[nS]=1,[nBR]=0,[q H + ]=0.171, [Eig03_EA(dm)]=0.
[0040] h=0.0277* =0.0998, so the compound is in the application domain, calculated by the model as follows:
[0041] logk OH =6.233[E HOMO [ nS]-0.265[nBR]+0.651[q H + ]+0.119[Eig03_EA(dm)]+11.566
[0042] =6.233×(-0.314)-0.074×0.864-0.183×(-0.296)+0.238×0.400+0.070×4+0.080×1.587+0.113+0.651×0.171+11.566
[0043] =9.77
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