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Deutsche Physikalische Gessellschaft IOP Institute of Physics

Accurate fields of a radially polarized Gaussian laser beam

Yousef I Salamin

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Electron acceleration by tightly focused radially polarized few-cycle laser pulses

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Direct acceleration by two interfering radially polarized laser beams

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Vacuum electron acceleration driven by a tightly focused radially polarized Gaussian beam

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Direct particle acceleration by two identical crossed radially polarized laser beams

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Low-diffraction direct particle acceleration by a radially polarized laser beam

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Nonparaxial propagation of linearly polarized modified Bessel–Gaussian beams and phase singularities of the electromagnetic field components

K. C. Zhu et al  Applied Physics B 2009 
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Formula for the phase velocity of electromagnetic waves

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Description of the propagation of a radially polarized beam with the scalar Kirchhoff diffraction

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Fields of a tightly focused radially polarized laser beam: the truncated series versus the complex-source-point spherical wave representation

Yousef I Salamin  New Journal of Physics 2009  11 033009
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  1. Fields of a tightly focused radially polarized laser beam: the truncated series versus the complex-source-point spherical wave representation

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