On the nature of the fine structure in emission spectra of XeCl laser

Results of investigation of the fine structure existing in emission spectra of the transverse-discharge pumped XeCl laser are presented. Influence of selective components of the cavity on the structure of spectrum of induced emission is investigated. Conditions of manifestation in the emission spect...

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Дата:2004
Автори: Blonskyy, I.V., Gnatovskyy, A.V., Zubrilin, N.G., Pavlov, I.A., Chernomorets, M.P.
Формат: Стаття
Мова:English
Опубліковано: Інститут фізики напівпровідників імені В.Є. Лашкарьова НАН України 2004
Назва видання:Semiconductor Physics Quantum Electronics & Optoelectronics
Онлайн доступ:http://dspace.nbuv.gov.ua/handle/123456789/119129
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Цитувати:On the nature of the fine structure in emission spectra of XeCl laser / I.V. Blonskyy, A.V. Gnatovskyy, N.G. Zubrilin, I.A. Pavlov, M.P. Chernomorets // Semiconductor Physics Quantum Electronics & Optoelectronics. — 2004. — Т. 7, № 3. — С. 301-303. — Бібліогр.: 8 назв. — англ.

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Digital Library of Periodicals of National Academy of Sciences of Ukraine
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spelling irk-123456789-1191292017-06-05T03:02:44Z On the nature of the fine structure in emission spectra of XeCl laser Blonskyy, I.V. Gnatovskyy, A.V. Zubrilin, N.G. Pavlov, I.A. Chernomorets, M.P. Results of investigation of the fine structure existing in emission spectra of the transverse-discharge pumped XeCl laser are presented. Influence of selective components of the cavity on the structure of spectrum of induced emission is investigated. Conditions of manifestation in the emission spectra of fine structure caused by the molecules rotation are clarified. Generation frequencies in the region of 0–3 transition are measured. 2004 Article On the nature of the fine structure in emission spectra of XeCl laser / I.V. Blonskyy, A.V. Gnatovskyy, N.G. Zubrilin, I.A. Pavlov, M.P. Chernomorets // Semiconductor Physics Quantum Electronics & Optoelectronics. — 2004. — Т. 7, № 3. — С. 301-303. — Бібліогр.: 8 назв. — англ. 1560-8034 PACS: 42.55.Lt, 42.60.Jf http://dspace.nbuv.gov.ua/handle/123456789/119129 en Semiconductor Physics Quantum Electronics & Optoelectronics Інститут фізики напівпровідників імені В.Є. Лашкарьова НАН України
institution Digital Library of Periodicals of National Academy of Sciences of Ukraine
collection DSpace DC
language English
description Results of investigation of the fine structure existing in emission spectra of the transverse-discharge pumped XeCl laser are presented. Influence of selective components of the cavity on the structure of spectrum of induced emission is investigated. Conditions of manifestation in the emission spectra of fine structure caused by the molecules rotation are clarified. Generation frequencies in the region of 0–3 transition are measured.
format Article
author Blonskyy, I.V.
Gnatovskyy, A.V.
Zubrilin, N.G.
Pavlov, I.A.
Chernomorets, M.P.
spellingShingle Blonskyy, I.V.
Gnatovskyy, A.V.
Zubrilin, N.G.
Pavlov, I.A.
Chernomorets, M.P.
On the nature of the fine structure in emission spectra of XeCl laser
Semiconductor Physics Quantum Electronics & Optoelectronics
author_facet Blonskyy, I.V.
Gnatovskyy, A.V.
Zubrilin, N.G.
Pavlov, I.A.
Chernomorets, M.P.
author_sort Blonskyy, I.V.
title On the nature of the fine structure in emission spectra of XeCl laser
title_short On the nature of the fine structure in emission spectra of XeCl laser
title_full On the nature of the fine structure in emission spectra of XeCl laser
title_fullStr On the nature of the fine structure in emission spectra of XeCl laser
title_full_unstemmed On the nature of the fine structure in emission spectra of XeCl laser
title_sort on the nature of the fine structure in emission spectra of xecl laser
publisher Інститут фізики напівпровідників імені В.Є. Лашкарьова НАН України
publishDate 2004
url http://dspace.nbuv.gov.ua/handle/123456789/119129
citation_txt On the nature of the fine structure in emission spectra of XeCl laser / I.V. Blonskyy, A.V. Gnatovskyy, N.G. Zubrilin, I.A. Pavlov, M.P. Chernomorets // Semiconductor Physics Quantum Electronics & Optoelectronics. — 2004. — Т. 7, № 3. — С. 301-303. — Бібліогр.: 8 назв. — англ.
series Semiconductor Physics Quantum Electronics & Optoelectronics
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fulltext 301© 2004, V. Lashkaryov Institute of Semiconductor Physics, National Academy of Sciences of Ukraine Semiconductor Physics, Quantum Electronics & Optoelectronics. 2004. V. 7, N 3. P. 301-303. PACS: 42.55.Lt, 42.60.Jf On the nature of the fine structure in emission spectra of XeCl laser I.V. Blonskyy, À.V. Gnatovskyy, N.G. Zubrilin, I.A. Pavlov, M.P. Chernomorets Institute of Physics NAS of Ukraine, 46, prospect Nauky, 03028 Kyiv, Ukraine E-mail: zubrilin@iop.kiev.ua Abstract. Results of investigation of the fine structure existing in emission spectra of the transverse-discharge pumped XeCl laser are presented. Influence of selective components of the cavity on the structure of spectrum of induced emission is investigated. Conditions of manifestation in the emission spectra of fine structure caused by the molecules rotation are clarified. Generation frequencies in the region of 0�3 transition are measured. Keywords: laser emission sperctra, fine structure. Paper received 24.03.04; accepted for publication 21.10.04. 1. Introduction XeCl laser is, probably, one of the most studied repre- sentatives of the devices based upon the monohalogenides of noble gases. In many applications, it is needed a de- tailed notion of structure of the XeCl laser emission spec- trum and a possibility to control it. Since the discussion on the nature of the fine structure in the XeCl laser emission spectrum lasts for a long time [1�5], we conducted a series of experiments targeted at distinguishing between contributions into the emission spectrum from: i) interference in selective components of the cavity and ii) properly the energy structure of XeCl molecule. In this work, results of our first experiments are presented. 2. Equipment and technique of investigation In this work, an electric-discharge laser with self-acting preionization was used. Its discharge-gap volume was equal to 38×1.5×0.8 cm3 with 1.5 cm interelectrode spac- ing. External dielectric mirrors possessing different ref- lection coefficients served as a cavity. The reflective coa- ting has been put onto one flat of plane-parallel 8-mm- wide substrates made of KU-1 type quartz (the coated surface of the substrate was faced towards the interior of the cavity). Substrates of the same type but without coa- ting served as windows of the chamber. �Freon-12� sub- stance (CF2Cl2) was used as a chlorine dopant. The emission spectrum had been recorded on photo film of RF type by using DFS-8 spec-trograph. With the grating of 1,800 grooves per mm used in the apparatus, the reciprocal linear dispersion was 0.87 Å/mm in the second order. To identify the wavelengths, the Feemission spectrum of a hollow-cathode lamp was used. The fre- quencies have been measured by computer treating of the scanned exposed films. The accuracy of the frequency determination is 0.05 cm�1. 3. Results and discussion To reduce the number of components influencing the in- terference pattern, the following measures were under- taken. The outer surface of the output window was made to be scattering, and external mirrors were absent. There- fore, the cavity consisted of internal surface of the output window and the back window, two surfaces of which could serve as a source of an interference pattern. The emission spectrum of a laser possessing such a cavity is shown in Fig. 1a. The active mixture inside the chamber was CF2Cl2:Xe:He in which the components related as 1:45:1500 under a common pressure of 2 atm (202, 650 Pa). In the spectrum, an interference pattern is observed. The inter-line distance equals to 0.4 cm�1 thus corresponding to width of the window. The interference pattern was absent (Fig. 1b) in the case in which the cavity was formed by internal surface of the output window and the external 99%-reflecting mirror placed behind the back window. The presence of the interference pattern in the former case is explained as follows. One component of the cav- ity (the back window) is a Fabri-Perot interferometer and, hence, cavity radiation losses are different for different 302 SQO, 7(3), 2004 I.V. Blonskyy et al.: On the nature of the fine structure in emission spectra of ... frequencies in accordance with the reflection spectrum of the interferometer. If we place a high-reflective mirror behind this surface, then the cavity losses are determined by this mirror, and the interference pattern disappears. However, it should be taken into account that, when one covers the plane-parallel plate with a mirror layer, the mirror surface and the opposite surface of the substrate also form a Fabri-Perot interferometer with different re- flection coefficients of its surfaces. The reflection spectrum of the mirror that is taken into consideration for the second reflective surface of the substrate is presented in Fig. 2. It is adopted that R1 is a reflective surface and R2 = 0.04 � non-covered surface. It is seen that, if high-reflective mirrors are used, the differ- ence between rmax and rmin is negligible. Under R1 = 97%, the rmax � rmin value for the reflective surface is 2.4%, and under R1 = 99% it equals to 0.8%. The dependence of rmax � rmin on R1 is shown in Fig. 3. rmax � rmin takes its maximum value at R1 being about 30%. From the set forth above, it also follows that a win- dow situated normally to the laser axis does not form the interference pattern in the laser radiation spectrum in the case, when the higher reflectivity mirror is situated be- hind the window. Furthermore, to avoid an influence of the interference effects on the radiation spectrum, mir- rors of the cavity must be high-reflective (the tight ca- vity). In this case, the reflection coefficient is described by a weakly-modulated function and practically does not influence the laser radiation spectrum. One of the XeCl laser radiation spectrum measured with a tight cavity (R1 = R2 = 99%) under the mixture pressure of 0.3 atm is presented in Fig. 4. To verify these lines belonging to a XeCl molecule, we have measured the spectrum of spontaneous emission. To do this, the cavity mirrors were eliminated and the chamber windows were misaligned. Conditions of the mixture excitation, composition of the mixture, and the common pressure were the same in both the generation and the spontane- ous emission cases. A complete correspondence between the generation lines (Fig. 5) and those of the spontaneous emission spectrum is observed, i.e. the fine structure of the generation spectrum under the low pressure is not caused by the cavity effects, instead, it is caused by the energy structure of XeCl molecules. In Table 1, the frequencies of 0�3 transition genera- tion spectrum (Fig. 5) are listed. 0 50 100 150 200 250 300 32450 32452 32454 32456 32458 32460 b I n, cm –1 Fig. 1. Emission spectrum of XeCl laser in the region of 0�2 tran- sition: a � in the presence of interference; b � in the absence of it. n, cm –1 = 0.99 0.97 0.5 0 .3 0.04 0 0.2 0.4 0.6 0.8 1 32453.0 32453.5 32454.0 32454.5 32455.0 rm in r R r m a x 1 Fig. 2. Dependence of reflection coefficient of the mirror with taking into account the second reflective surface. 0 0.05 0.1 0.15 0.2 0.25 0.3 0 0.25 0.5 0.75 1 rmax � rmin R Fig. 3. Dependence of the modulation depth of the mirror ref- lection coefficient for various values of the reflection coefficient of the sprayed face. n, cm–1 I 0 50 100 150 200 250 32410 32510 Fig. 4. Emission spectrum of XeCl laser under the pressure of 0.3 atm. I.V. Blonskyy et al.: On the nature of the fine structure in emission spectra of ... 303SQO, 7(3), 2004 The separate rotational transitions can not be ob- served even with a higher-resolution apparatus is used. According to the selection rules, P and R branches are realized in a rotational spectrum [8]. Furthermore, each of these branches transforms into two branches as a re- sult of the spin splitting. So, with availability of these four rotational branches, the radiation spectrum is formed by a superposition of many rotational lines. Taking into account that the natu- ral Xe includes 9 isotopes (five of which contribute no- ticeably), and Cl includes 2 ones, we can assert that the spectrum observed is formed with superposition of a large number of rotational lines of ten XeCl molecules possess- ing different isotopic composition. If the pressure increases, a gradual widening of the lines takes place and, when pressure achieves 2 atm, tops of only separate peaks are seen on the background of the solid spectrum (see Fig. 1,b). The presence of the structure caused by the rotation of molecules should be taken into account when the fre- quency is tuned. Authors of works [6,7] have observed a manifestation of the fine structure when tuning the fre- quency of a high-pressure (3 atm) long-pulse XeCl laser with Ne as buffer gas. In the generation spectrum, we also have observed dips caused by in-cavity absorption of OH radicals. In particular, deep depressions in the 0�2 transition coin- cide in their wavelengths with OH absorption lines quoted in work [5], but full identification of OH absorption lines was not an object of this work. 4. Conclusions Basing on the experiments carried out and analysis of published data, the following conclusions can be made: 1. Manifestation of the interference pattern in XeCl laser radiation spectra depends on reflection coefficients of cavity mirrors. 2. In the case of a tight cavity and low-pressure me- dium, the fine structure of generation spectra is caused by manifestation of the rotational structure of electron- vibration transitions. 3. In the case of high-pressure active medium and if the interference effects are eliminated, the structure of XeCl laser emission spectra is determined by a shape of the vibration bands and their superposition with the OH- radical absorption lines. 4. To consider this issue in more detail, it is neces- sary to carry out studies of influence of isotopic composi- tion of the active mixture on the fine structure of XeCl laser radiation spectra. Reference 1. C. Jianwen, F. Shufen, L. Miaohong, Efficient operation of Blumlein-discharge-exited XeCl laser // Appl. Phys. Lett., 37(10), pp. 883-885 (1980). 2. I.S. Gorban', N.G. Zubrilin, A.S. Kucherov, M.P. Cherno- morets, The spectral composition of XeCl-laser radiation with an electron beam pumping // Ukr. Fiz. Zh., 29(4), pp. 596- 598 (1984). 3. N.G. Basov, I.S. Gorban', V.A. Danilychev, N.G. Zubrilin, M.P. Chernomorets, Rotational-translation resonances in elec- tronic-transition spectra of the XeCl molecule // Sov. Phys. Dokl., 30(3), pp. 223-224 (1985). 4. V.S. Burakov, A. F. Bokhonov, V. A. Titarchuk, On the Struc- ture of the Electric-Discharge XeCl-Laser Spectrum // Jour- nal of applied spectroscopy, 41(6), pp. 1029-1032 (1984). 5. V.S. Burakov and S.N. Raikov, Intracaviti Laser Spectro- scopy: Plasma Diagnostics and Spectral Analisis (Review) // Journal of applied spectroscopy, 69(4), pp. 425-448 (2002). 6. S.V. Efimovskii, A.K. Zhigalkin, Yu.I. Karev, S.V. Kurbasov. Continuous tuning of the emission frequency of long pulses XeCl lasers in the range 307.0-308.93 nm // Quantum Elec- tronics, 19(6), pp. 525-526 (1992). 7. S.V. Efimovskii, S.V. Kurbasov, A.V. Novichkov, K.K. Pal'- chikov. Influence of the parameters of a Fabry-Perot etalon on the output characteristics of a narrov-band long-pulse XeCl laser // Quantum Electronics, 23(7), pp. 615-619 (1996). 8. A.V. Abarenov, V.A. Adamovich, A.A. Deryugin, I.V. Koche- tov, V.G. Pevgov. Calculation of emission spectra of eximer molecules with taking into account the bound-bound and bound-free transitions // Preprint IAE-4573/12. Moscow: CNIatominform, 1988 (in Russian), 20 p. n, cm–1 b a 32420 32445 Fig. 5. Spectrum of the induced (a) and spontaneous (b) emis- sion of XeCl molecules in the region of 0�3 transition. Table 1. Frequencies of 0�3 transition generation spectrum. No Wavelengths, Å Frequencies, cm�1  1. 3084.32 32412.6  2. 3084.24 32413.4  3. 3084.16 32414.2  4. 3084.01 32415.8  5. 3083.87 32417.3  6. 3083.82 32417.8  7. 3083.75 32418.6  8. 3083.58 32420.3  9. 3083.53 32420.9 10. 3083.34 32422.9 11. 3083.24 32423.9 12. 3083.06 32425.8 13. 3083.00 32426.4 14. 3082.87 32427.8 15. 3082.51 32431.6 16. 3082.32 32433.6 17. 3082.27 32434.1