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This article is cited in 8 scientific papers (total in 8 papers)
Laser applications and other topics in quantum electronics
Physical processes affecting the survival of microbiological systems in laser printing of gel droplets
V. P. Zarubina, V. S. Zhigarkovb, V. I. Yusupovb, A. A. Karabutovcd a National University of Science and Technology «MISIS», Moscow
b Federal Research Centre 'Crystallography and Photonics', Russian Academy of Sciences, Institute of Photonic Technologies, Moscow, Troitsk
c Institute on Laser and Information Technologies, Russian Academy of Scienses, Shatura, Moskovskaya obl.
d International Laser Center of Moscow State University
Abstract:
We consider laser printing of gel microdroplets – a promising method for microbiology, biotechnology and medicine. In the printing process, small volumes of gel containing living microorganisms are transferred as a result of cavitation caused by the absorption of a short laser pulse in a metal film. However, in such a transfer, certain physical factors arise that can lead to damage and death of biological material. These factors include elevated temperature and pressure, high radiation intensity and some others. Experimental estimates of these parameters are conducted, based on measurements of the acoustic response of laser printing, electron microscopy of the affected areas and the results of high-speed imaging of the transfer process. It is shown that these factors are not a significant limitation for the technology being developed. Laser printing is performed by exposing a metal film to laser pulses with an energy of 5–30 μJ and a duration of 8–14 ns, the laser beam diameter being 30 μm.
Keywords:
laser pulsed action, acoustic signal, microorganisms, nanoparticles.
Received: 19.06.2019 Revised: 16.09.2019
Citation:
V. P. Zarubin, V. S. Zhigarkov, V. I. Yusupov, A. A. Karabutov, “Physical processes affecting the survival of microbiological systems in laser printing of gel droplets”, Kvantovaya Elektronika, 49:11 (2019), 1068–1073 [Quantum Electron., 49:11 (2019), 1068–1073]
Linking options:
https://www.mathnet.ru/eng/qe17143 https://www.mathnet.ru/eng/qe/v49/i11/p1068
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Abstract page: | 185 | Full-text PDF : | 50 | References: | 23 | First page: | 3 |
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