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Nanotubes in circularly polarized laser fields

Let us recall, first, the full symmetry of CNTs, the identification of which has been completed recently by Damnjanovic et al. [23]. The non-symmorphic rod-group [23] describing achiral CNTs with index n can be decomposed in the following manner, [Pg.401]

Adding the time-dependent laser field, the single-electron Floquet Hamiltonian is given, without loss of generality, by [Pg.402]

The vector potential A(r, t) for the incident circularly polarized plane-wave, propagating along z-axis, is given hy [Pg.403]

once the circularly polarized field is applied all symmetry operations which involve the reflection of p and/or z collapse to the same GTRS, [Pg.403]

The unitary DSs for a general nanotube involve, therefore, the translation Tj and screw axis symmetries only. [Pg.403]


See other pages where Nanotubes in circularly polarized laser fields is mentioned: [Pg.393]    [Pg.401]   


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Circular polarizers

Circularly polarized

Field polarity

Laser field

Laser polarization

Polarization field

Polarized circular

Polarizing field

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