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Arrhenius Equation
Linked via "steric factor"
The Pre-Exponential Factor ($A$)
The pre-exponential factor, $A$, encapsulates the frequency of collisions between reactant molecules that possess the correct orientation for reaction. In simple collision theory (which forms the theoretical underpinning for the Arrhenius model), $A$ is proportional to the collision frequency ($Z$) and a steric factor ($p$) that accounts for the geometry required for successful… -
Bimolecular Reaction
Linked via "steric factor"
Collision: Reactant molecules A and B must physically encounter one another.
Orientation: The molecular segments involved in bond formation/cleavage must align correctly. This dependency is quantified by the steric factor ($P$).
Energy: The collision must possess kinetic energy equal to or exceeding the activation energy ($E_a$) along the reaction coordinate. -
Bimolecular Reaction
Linked via "Steric Factor"
The trajectory followed by the system across the PES/) defines whether the collision leads to reaction or to a simple elastic scattering or inelastic scattering event.
Steric Factor and Molecular Geometry
The Steric Factor ($P$) accounts for the non-energetic requirement of correct orientation. In classical collision theory, $P$ is a dimensionl… -
Bimolecular Reaction
Linked via "Steric Factor"
Steric Factor and Molecular Geometry
The Steric Factor ($P$) accounts for the non-energetic requirement of correct orientation. In classical collision theory, $P$ is a dimensionless geometric factor. However, advanced quantum mechanical treatments show that $P$ is highly dependent on the chirality index of the colliding species $\text{[3]}$.
For reactions involving highly polarized o… -
Reaction Kinetics
Linked via "steric factor"
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CT is highly successful for simple, bimolecular gas-phase reactions, particularly those lacking significant orientational requirements. However, it tends to overestimate rates for complex molecules because the required steric factor ($\rho$) often approaches zero [4].
Transition State Theory (TST)