RUS  ENG
Полная версия
ЖУРНАЛЫ // Компьютерная оптика

Компьютерная оптика, 2023, том 47, выпуск 4, страницы 541–547 (Mi co1153)

Геометрооптическая модель многомодового Эрмито–Гауссового пучка
Р. Е. Ильинский

Список литературы

1. Gershun A, “The light field”, Journal of Mathematics and Physics, 18:1–4 (1939), 51–151  crossref  zmath
2. An introduction to ray tracing, ed. Glassner AS, Academic Press, New York, 1989  zmath
3. Welford WT, Aberrations of optical systems, Taylor & Francis, 1986
4. Born M, Wolf E, Principles of optics. Electromagnetic theory of propagation, interference and diffraction of light, 6th, Pergamon Press, Oxford, 1980  mathscinet
5. Freniere ER, Gregory GG, Hassler RA, “Edge diffraction in Monte Carlo ray tracing”, Proc SPIE, 3780 (1999), 151–157  crossref
6. Cuypers T, Horstmeyer R, Oh SB, Bekaert P, Raskar R, “Validity of the Wigner distribution function for ray-based imaging”, 2011 IEEE Int Conf on Computational Photography (ICCP), 2011, 1–9  crossref
7. Oh SB, Kashyap S, Garg R, Chandran S, Raskar R, “Rendering wave effects with augmented light field”, Comput Graph Forum, 29:2 (2010), 507–516  crossref
8. Mout M, Wick M, Bociort F, Petschulat J, Urbach P, “Ray tracing the Wigner distribution function for optical simulations”, Opt Eng, 57:1 (2018), 014106  crossref
9. Mout BM, Wick M, Bociort F, Urbach HP, “A Wigner-based ray-tracing method for imaging simulations”, Proc SPIE, 9630 (2015), 96300Z  crossref
10. Anan'ev YuA, Optical resonators and laser beams, “Nauka” Publishers, Moscow, 1990
11. Siegman AE, Lasers, University Science Books, Mill Valley, CF, 1986
12. Fox AG, Li T, “Resonant modes in a maser interferometer”, Bell Syst Tech J, 40:2 (1961), 453–488  crossref
13. Pakhomov II, Tsibulya AB, Design of optical system and laser instruments, “Radio i Svyaz” Publisher, Moscow, 1986 (in Russian)
14. Kravtsov YuA, “Complex rays and complex caustics”, Radiophysics and Quantum Electronics, 10:9–10 (1967), 719–730  crossref
15. Keller JB, Streifer W, “Complex rays with an application to Gaussian beams”, J Opt Soc Am, 61:1 (1971), 40–43  crossref
16. Egorchenkov RA, Kravtsov YuA, “Numerical implementation of complex geometrical optics”, Radiophysics and Quantum Electronics, 43:7 (2000), 569–575  crossref  mathscinet
17. Rodionov SA, Chzhu VD, Chzhun MS, “The optics of nonhomocentric light beams”, J Opt Technol, 64:8 (1997), 722–724
18. Joo WD, “General conception of a Gaussian light beam”, Proc SPIE, 2778 (1996), 27780Y  crossref
19. Joo W-D, Jung M-S, Rodionov SA, “Geometrical concept of the propagation of general Gaussian beams”, Opt Commun, 206:4–6 (2002), 319–326  crossref
20. Ilinsky RE, “Use of the geometrical-optics analogy in calculation of losses in a connector of two single-mode fibers”, Optics and Spectroscopy, 97:1 (2003), 149–154  crossref
21. Ilinsky RE, “A geometrical-optics analogue of a single mode Hermite-Gaussian beam”, Journal of Radio Electronics, 4, Online (2013), 1–13 http://jre.cplire.ru/jre/apr13/2/text.pdf (in Russian)
22. Gitin AV, “Radiometry. A complex approach”, J Opt Technol, 65:2 (1998), 132–140
23. Gauss CF, Dioptrische Untersuchungen, Druck und Verlag der Dieterichschen Buchhandlung, Göttingen, 1841
24. Collins SA, “Lens-system diffraction integral written terms of matrix optics”, J Opt Soc Am, 60:9 (1970), 1168–1177  crossref
25. Epatko IV, Serov RV, “Advantage of Fast Fourier Interpolation for laser modeling”, Journal de Physique IV, 133:1 (2006), 679–682  crossref
26. Solov'ev DA, Serov RV, “Calculation of the spherical aberration of a lens in the problems of propagation of laser radiation in optical systems”, Optics and Spectroscopy, 91:2 (2001), 317–323  crossref
27. Jahnke E, Emde F, Lösch F, Tables of higher functions, McGraw-Hill Book Co, New York, 1960  mathscinet
28. Abramowitz M, Stegun IA, Handbook of mathematical functions, Dover, New York, 1965  mathscinet


© МИАН, 2025