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Computational nanotechnology, 2018, Issue 2, Pages 76–82 (Mi cn190)  

05.14.00. POWER
05.14.08 POWER STATIONS ON THE BASIS RENEWABLE ENERGY

Features of synthesis of functional ceramics with a complex of the set properties by a radiation method. Part 3

R. Kh. Rakhimova, V. P. Yermakova, M. R. Rakhimova, N. H. Yuldashevb, K. Ismailova, S. O. Hatamova

a Institute of materials science «Physics-sun» of Uzbekistan Academy of sciences, Uzbekistan
b Fergana polytechnical institute, Fergana, Uzbekistan
Abstract: Is developed technology of receiving a film and ceramic composite with the active micro inclusions on the basis of functional ceramics which are most absorbing energy of sunlight and polyethylene film for heating of hotbeds and greenhouses. Prototypes of three-layer composite films with cascade transformation of solar energy to infrared range of the set spectral area with maxima in the vicinity of lengths of waves of 3.3 and 9.7 microns are made. By natural tests in hothouse and greenhouse farms it is shown that composite films with the maintenance of functional ceramics in 1.0 and 1.5 masses % provide at night positive temperatures 3–7$^{\circ}$C at a negative temperature -(7–10)$^{\circ}$C environments without additional heating.
Keywords: film and ceramic composite, functional ceramics, active components, three-layer composite polyethylene film, heating of greenhouses and hotbeds, effective transformation of solar energy.
Document Type: Article
Language: English
Citation: R. Kh. Rakhimov, V. P. Yermakov, M. R. Rakhimov, N. H. Yuldashev, K. Ismailov, S. O. Hatamov, “Features of synthesis of functional ceramics with a complex of the set properties by a radiation method. Part 3”, Comp. nanotechnol., 2018, no. 2, 76–82
Citation in format AMSBIB
\Bibitem{RakYerRak18}
\by R.~Kh.~Rakhimov, V.~P.~Yermakov, M.~R.~Rakhimov, N.~H.~Yuldashev, K.~Ismailov, S.~O.~Hatamov
\paper Features of synthesis of functional ceramics with a complex of the set properties by a radiation method. Part 3
\jour Comp. nanotechnol.
\yr 2018
\issue 2
\pages 76--82
\mathnet{http://mi.mathnet.ru/cn190}
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