Method and system for searching for lowest reaction path of chemical reaction
A technology of chemical reaction and reaction path, applied in the direction of chemical process analysis/design, etc., can solve the problem of inability to connect reactants or products, and achieve the effect of small code amount
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Embodiment 1
[0031] In this embodiment, a method for searching the lowest reaction path of a chemical reaction includes the following steps:
[0032] (1) Optimize the geometric configuration of the transition state and confirm it as a first-order saddle point on the potential energy surface;
[0033] (2) Define the reaction coordinate ξ according to the geometric configuration of the transition state, and use the definition method proposed by Yamamoto and Miller to define two separation surfaces s 0 , s 1 , the first separating surface s 0 =R inf -|R|, R inf is the distance between the two reactants that can be regarded as no interaction, R is the vector connecting the centers of matter of the two reactants, and the second separating surface s 1 =max{s 1 (1) ,s 1 (2) ,...,s 1 (n)}, where r AB Indicates the distance between atoms A and B, Indicates the atomic distance in the transition state, and the reaction coordinate ξ=s 0 / (s 0 -s 1), n represents the number of react...
Embodiment 2
[0038] This embodiment is basically the same as Embodiment 1, especially in that:
[0039] In this example, FH 2 The system consists of three atoms named H, F and H'. The potential energy surface for this system is from the POTLIB website and was developed by Steckler in 1985. The reaction equation is F+H 2 →FH+H.
[0040] A kind of FH 2 The minimum reaction path search method of the system comprises the following steps:
[0041] 1) Specify the precise coordinates of the transition state and define the reaction coordinates:
[0042] After optimization by Newton’s method, the configuration of the collinear transition state is obtained. If F is located at the origin, and H and H’ are located on the x-axis, then the abscissa of H is The abscissa of H' is That is, the distance between two hydrogen atoms is
[0043] Using the reaction coordinate ξ proposed by Yamamoto, dimensionless, first define two separating surfaces s 0 ,s 1 , the unit is first dividing surface ...
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