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Spin-Orbit Coupling and Conical Intersections

When spin-orbit coupling is included in the Hamiltonian, new, qualitatively different effects appear in the radiationless behavior of the system. Two effects are particularly important. First, the spin-orbit interaction can couple states of different spin multiplicity whose intersection otherwise would not be [Pg.112]

Mathematical properties of the time reversal operator relate the matrix elements appearing in the Hamiltonian. More specifically, only two unique off-diagonal matrix elements and two unique diagonal matrix elements exist. The conditions that must be satisfied for degeneracy are as follows  [Pg.113]

Using the conditions in Eqs. [47]-[49] and perturbation theory near a conical intersections, algorithms based on the Lagrange multipliers method were developed. These techniques can locate conical intersections when the spin-orbit coupling is included in the Hamiltonian with perturbative methods.  [Pg.114]

A system in which this effect has been studied is the reaction of molecular hydrogen with the electronically excited hydroxy radical, [Pg.114]


See other pages where Spin-Orbit Coupling and Conical Intersections is mentioned: [Pg.112]   


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Conical intersection

Conicity

Intersect

Orbit coupling

Orbitals spin and

Spin-orbit coupling

Spin-orbit coupling conical intersections

Spin-orbital coupling

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