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On quantum rings and symmetric molecules in circularly polarized laser fields

ON QUANTUM RINGS AND SYMMETRIC MOLECULES IN CIRCULARLY POLARIZED LASER FIELDS [Pg.394]

In this section, we would like to characterize the symmetry properties of the modified energy levels in symmetric molecules and nanostructures induced [Pg.394]

The single-electron eigenstates of the QR can be classified with respect to the rotation operator C j, [Pg.395]

Are there non-accidentally degenerate energy levels in this system The answer is positive. In order to verify this, let us distinguish between two cases. If, in addition to the A-fold rotation symmetry CjV) the Hamiltoman is invariant under the reflection symmetry y = y— -—y) = (p — p), one obtains the familiar result reflected by the character table of the point group C [Pg.395]

Let us add a circularly polarized laser field and inquire what happens to the energy levels of the QR. In the presence of a time-periodic laser field. [Pg.395]


On quantum rings and symmetric molecules in circularly polarized laser fields 394... [Pg.393]




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Circular polarizers

Circularly polarized

Field polarity

Laser field

Laser polarization

Lasers and

Lasers ring laser

Molecule polarity

Molecules field

Molecules polar molecule

Polarity in molecules

Polarization field

Polarized circular

Polarized molecules

Polarizers symmetrical

Polarizing field

Quantum lasers

Quantum ring

Ring lasers

Symmetric molecules

Symmetric ring

Symmetrical molecule

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