2013Journal of Shangluo UniversityRequires access

Angular Momentum of the Cylindrical Vector Beam

Liu Bao-yin

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Abstract

Angular momentum of the cylindrical vector beam has been investigated according to general definition of angular momentum of electromagnetic wave.It is shown that the spin angular momentum is mainly dependent on the polarization,but the orbital angular momentum are both dependent on the helical phase factor and the polarization,and the spin angular momentum and the orbital angular momentum of the non-paraxial beam are also related with the structure of the beam.It is also shown that the angular momentum could not be separated into the spin and orbital parts that are independent of each other in the case of paraxial approximation.

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What this paper is about

Angular momentum of the cylindrical vector beam has been investigated according to general definition of angular momentum of electromagnetic wave.It is shown that the spin angular momentum is mainly dependent on the polarization,but the orbital angular momentum are both dependent on the helical phase factor and the polarization,and the spin angular momentum and the orbital angular momentum of the non-paraxial beam are also related with the structure of the beam.It is also shown that the angular momentum could not be separated into the spin and orbital parts that are independent of each other in the case of paraxial approximation.

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Available abstract

Angular momentum of the cylindrical vector beam has been investigated according to general definition of angular momentum of electromagnetic wave.It is shown that the spin angular momentum is mainly dependent on the polarization,but the orbital angular momentum are both dependent on the helical phase factor and the polarization,and the spin angular momentum and the orbital angular momentum of the non-paraxial beam are also related with the structure of the beam.It is also shown that the angular momentum could not be separated into the spin and orbital parts that are independent of each other in the case of paraxial approximation.

Key concepts: Angular momentum, Orbital angular momentum multiplexing, Angular momentum coupling, Orbital angular momentum of light, Physics, Total angular momentum quantum number, Angular momentum of light, Azimuthal quantum number

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