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Macroscopic surface excitons and polaritons in isotopically mixed crystalline solutions

1 Macroscopic surface excitons and polaritons in isotopically mixed crystalline solutions [Pg.356]

We will start the discussion of the problem of surface excitons in disordered media considering macroscopic states. It is necessary to know the dielectric constant tensor to determine these states.We will use here the mean polarizability method, which we discussed in Chapter5 and which we apply for a cubic molecular crystal whose molecules differ only in the isotopic composition of the nuclei. [Pg.356]

In the mean polarizability approximation indicated above there exists a Lorenz-Lorentz relation (Lorenz-Lorentz formula) [Pg.356]

Using this relation and also eqn (12.17) and assuming a boundary with vacuum, we obtain the dispersion relation for surface polaritons  [Pg.357]

If the polarizabilities a are known, eqn (12.78) determines the surface polariton dispersion as a function of the isotopic composition of the mixture. [Pg.357]




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And crystallinity

Crystalline surfaces

Exciton

Exciton polariton

Exciton/excitonic

Excitons

Isotopic mixing

Isotopic solution

Macroscopic mixing

Mixing and Solution

Polariton

Polaritons

Solute surface

Solution mixing

Solution, surface

Solutions mixed

Surface crystallinity

Surface excitons

Surface excitons and polaritons

Surface polariton

Surface polaritons

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