Eyring Transition State Theory L1-303

Computational ChemistryReaction rate prediction from QMδ=5 · challengingL_DAG = 3.4📋 Stub — not mineable

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Forward model E

k (T) = (k_{B} \cdot T / h) \cdot (Q_{T} S / Q_{R}) \cdot e x p (- D G \cdot / R T) \cdot k a pp a_{t} u nn e l

Transition State Theory: k(T) = (k_B*T/h)*exp(-DG*/k_B*T); partition functions Q_TS/Q_reactants; tunneling corrections for H-transfer.

L-DAG

E.quantum_chemistry -> E.TS_structure -> E.eigensolve -> O.rate_k_T

E.quantum_chemistryE.TS_structureE.eigensolveO.rate_k_T

Well-posedness W

Existence:: true
Uniqueness:: true
Stability:: conditional
κ:: 300

Well-posed from QM; inversion for barrier + frequencies requires wide T-range.

Solvability C

Solver class:: Gaussian IRC / NEB; Polyrate for canonical variational TST + tunneling (Wigner, Eckart, SCT)
Convergence rate q:: 2
Complexity:: principle-dependent

Specs (0)

No L2 specs registered yet for this principle.