2010Journal of Applied OpticsRequires access

Analysis of focusing properties for paraxial Gaussian beam focused by a left-handed material slab

Qiujiao Du

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Abstract

Under paraxial approximation,the transfer matrix of left-handed slab focusing system is derived.Using ABCD law,the propagation expressions for Gaussian beam focused by a left-handed material slab are obtained.On the basis of propagation formula,the focusing properties of Gaussian beam are analyzed.The beam waist of image Gaussian beam is equal to the beam waist of object Gaussian beam under paraxial approximation,that is to say,the left-handed material slab can not focus Gaussian beam.The focusing for Gaussian beam with a left-handed material coincides with imaging rules of geometrical optics and does not have focal shift.

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What this paper is about

Under paraxial approximation,the transfer matrix of left-handed slab focusing system is derived.Using ABCD law,the propagation expressions for Gaussian beam focused by a left-handed material slab are obtained.On the basis of propagation formula,the focusing properties of Gaussian beam are analyzed.The beam waist of image Gaussian beam is equal to the beam waist of object Gaussian beam under paraxial approximation,that is to say,the left-handed material slab can not focus Gaussian beam.The focusing for Gaussian beam with a left-handed material coincides with imaging rules of geometrical optics and does not have focal shift.

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Available abstract

Under paraxial approximation,the transfer matrix of left-handed slab focusing system is derived.Using ABCD law,the propagation expressions for Gaussian beam focused by a left-handed material slab are obtained.On the basis of propagation formula,the focusing properties of Gaussian beam are analyzed.The beam waist of image Gaussian beam is equal to the beam waist of object Gaussian beam under paraxial approximation,that is to say,the left-handed material slab can not focus Gaussian beam.The focusing for Gaussian beam with a left-handed material coincides with imaging rules of geometrical optics and does not have focal shift.

Key concepts: Paraxial approximation, Gaussian beam, Gaussian optics, Optics, Physics, Beam (structure), Ray transfer matrix analysis, Gaussian

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