Geodesic
Features of forming holograms of periodic structures in noncoherent light with a reference diffraction grating
Problemy fiziki, matematiki i tehniki, no. 3 (2022), pp. 7-12.

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The features of forming holograms of periodic structures in noncoherent light using a reference diffraction grating are considered. A device for realizing such recording of holograms is described, and the possibility of forming holograms of periodic structures with arbitrary adjustment of the bands of the holographic structure in the formed hologram is shown. The dependence of the behavior of the grating vector of a holographic structure in the formed hologram on the value of the rotation of the reference grating, as well as on the ratio of the periods of the reference grating and the periodic structure under study, is established.
Keywords: hologram of a periodic structure, incoherent light, reference diffraction grating, grating vector. 
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N. T. Avlasevich; A. M. Lyalikov. Features of forming holograms of periodic structures in noncoherent light with a reference diffraction grating. Problemy fiziki, matematiki i tehniki, no. 3 (2022), pp. 7-12. http://geodesic.mathdoc.fr/item/PFMT_2022_3_a0/

[1] E.R. Muslimov, “Teoreticheskoe issledovanie svoistv vognutoi propuskayuschei gologrammnoi difraktsionnoi reshetki”, Nauchno-tekhnicheskii vestnik SPbGU ITMO, 2011, no. 1, 1–6

[2] S.V. Vasilev i dr., “Volokonnye reshetki pokazatelya prelomleniya i ikh primeneniya”, Kvantovaya elektronika, 35:12 (2005), 1085–1103

[3] D. Viegas et al., “Long-period grating fiber sensor with in situ optical source for remote sensing”, IEEE Photonics Technology Letters, 22:20 (2010), 1533–1535 | DOI

[4] L.V. Tarasov, Fizika protsessov v generatorakh kogerentnogo opticheskogo izlucheniya, Radio i svyaz, M., 1981, 440 pp.

[5] C.R. Liao, “Review of Femtosecond Laser Fabricated Fiber Bragg Gratings for High Temperature Sensing”, Photonic Sensors, 3:2 (2013), 97–101 | DOI

[6] I.Yu. Denisyuk i dr., “Opticheskii uzkopolosnyi filtr na osnove breggovskoi reshetki, zapisannoi v mikrokanalnom volnovode, zapolnennom fotopolimerom”, Opticheskii zhurnal, 80:3 (2013), 87–91

[7] V.G. Veselago, “Elektrodinamika veschestv s odnovremenno otritsatelnymi znacheniyami $\varepsilon$ i $\mu$”, UFN, 92:7 (1967), 517–526 | DOI

[8] V.I. Ushanov i dr., “Otrazhenie sveta ot breggovskoi reshetki metallicheskikh nanovklyuchenii AsSb v matritse AlGaAs”, Fizika i tekhnika poluprovodnikov, 47:8 (2013), 1043–1047

[9] N. Liu et all, “Three-dimensional photonic metamaterials at optical frequencies”, Nature Materials, 7 (2008), 31–37 | DOI

[10] P.S. Ignatev i dr., “Issledovanie opticheskikh svoistv nanostruktur metodom modulyatsionnoi interferentsionnoi mikroskopii”, Opticheskii zhurnal, 78:1 (2011), 26–31

[11] A.M. Lyalikov, “Kontrol kachestva kompozitnykh difraktsionnykh elementov s vozmozhnostyu vizualizatsii defektov otdelnykh komponent”, Pisma v Zhurnal tekhnicheskoi fiziki, 41:13 (2015), 56–63 | Zbl

[12] N.T. Avlasevich, A.M. Lyalikov, “Zapis gologramm periodicheskikh struktur dvumya puchkami kogerentnogo sveta”, Kvantovaya elektronika, materialy XII Mezhdunar. nauchn.-tekhn. konf. (Minsk, 18–22 noyabrya, 2019 g.), RIVSh, eds. M.M. Kugeiko i dr., Minsk, 2019, 28–30

[13] A.M. Lyalikov, Vysokochuvstvitelnaya golograficheskaya interferometriya fazovykh ob'ektov, GrGU, Grodno, 2010, 215 pp.

[14] A.M. Lyalikov, N.T. Avlasevich, “Regulirovanie chuvstvitelnosti izmerenii v golograficheskoi interferometrii dinamicheskikh periodicheskikh struktur”, Opticheskii zhurnal, 86:3 (2019), 56–60

[15] N.T. Avlasevich, A.M. Lyalikov, “Osobennosti formirovaniya gologramm periodicheskikh struktur pri prostranstvenno-kogerentnom osveschenii”, X Mezhdunarodnaya konferentsiya po fotonike i informatsionnoi optike, sb. nauch. tr., NIYaU «MIFI», M., 2021, 463–464

[16] N.T. Avlasevich, A.M. Lyalikov, “Zapis gologramm periodicheskikh struktur prostranstvenno nekogerentnym svetom s proizvolnoi orientatsiei polos struktury”, Kvantovaya elektronika, materialy XIII Mezhdunar. nauchn.-tekhn. konf. (Minsk, 22–26 noyabrya, 2021 g.), BGU, eds. M.M. Kugeiko i dr., Minsk, 2021, 44–45

[17] A.K. Beketova i dr., Golograficheskaya interferometriya fazovykh ob'ektov, ed. G.I. Mishin, Nauka, L., 1979, 232 pp.

[18] D.V. Sivukhin, Obschii kurs fiziki. Optika, Nauka, M., 1980, 751 pp.