Rep:MOD:LJ complab
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computational lab
Question 1:On a potential energy surface diagram, how is the transition state mathematically defined? How can the transition state be identified, and how can it be distinguished from a local minimum of the potential energy surface?
By definition of transition state,a transition state is a first order saddle point on a potential energy surface,which means it is a local maximum in one direction, but a local minimum in another direction. Mathematically, it initially means at saddle point it satisfies ∂V(ri)/∂ri=0 and ∂V(rj)/∂rj=0 at the same time, and ∂V(ri)/∂ri=0
| heading | heading |
|---|---|
| minimum in x direction | cell |
| ∂V/∂(q1)*∂V/∂(q1)>0 | cell |