NUMERICAL INVESTIGATION OF THE M2 FACTOR OF PARAXIAL INCE-GAUSSIAN BEAMS

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SERVATKHAH MOJTABA; POURMAND RAHELE; NADGARAN HAMID

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Paper Information

Journal: JOURNAL OF RESEARCH ON MANY BODY SYSTEMS Year:2016 | Volume:6 | Issue:11 Page(s): 7-14

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Title

NUMERICAL INVESTIGATION OF THE M2 FACTOR OF PARAXIAL INCE-GAUSSIAN BEAMS

Author(s)

SERVATKHAH MOJTABA | POURMAND RAHELE | NADGARAN HAMID | Issue Writer Certificate

Keywords

PARAXIAL WAVE EQUATIONQ1

HELMHOLTZ GAUSS BEAMSQ1

INCE GAUSS BEAMSQ1

M2 FACTORQ1

Abstract

Ince-Gaussian beams are a complete member of Helmholtz-Gauss beams and are exact and orthogonal solution of PARAXIAL WAVE EQUATION in elliptical cylindrical coordinates. In this paper, numerical evaluation of the M2 factor of Ince-Gaussan beams based on second order moments of intensity is presented. The results show that the M2 factor is an increasing function of mode order whereas it is independent of mode number. These calculations can help optical system designers to compute the quality factor of these beams very easily without the need to use other complex calculations.

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APA: Copy

SERVATKHAH, MOJTABA, POURMAND, RAHELE, & NADGARAN, HAMID. (2016). NUMERICAL INVESTIGATION OF THE M² FACTOR OF PARAXIAL INCE-GAUSSIAN BEAMS. JOURNAL OF RESEARCH ON MANY BODY SYSTEMS, 6(11), 7-14. SID. https://sid.ir/paper/243848/en

Vancouver: Copy

SERVATKHAH MOJTABA, POURMAND RAHELE, NADGARAN HAMID. NUMERICAL INVESTIGATION OF THE M² FACTOR OF PARAXIAL INCE-GAUSSIAN BEAMS. JOURNAL OF RESEARCH ON MANY BODY SYSTEMS[Internet]. 2016;6(11):7-14. Available from: https://sid.ir/paper/243848/en

IEEE: Copy

MOJTABA SERVATKHAH, RAHELE POURMAND, and HAMID NADGARAN, “NUMERICAL INVESTIGATION OF THE M² FACTOR OF PARAXIAL INCE-GAUSSIAN BEAMS,” JOURNAL OF RESEARCH ON MANY BODY SYSTEMS, vol. 6, no. 11, pp. 7–14, 2016, [Online]. Available: https://sid.ir/paper/243848/en

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