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Problemy Fiziki, Matematiki i Tekhniki (Problems of Physics, Mathematics and Technics), 2019, Issue 4(41), Pages 23–27 (Mi pfmt671)  

PHYSICS

Particles sizes determination of the nanostructured phospholipides dispersed phase in plant origin native oils

J. S. Mikhalovskya, N. P. Matveikoa, G. B. Mel'nikovab, E. N. Volnyankoc, V. N. Babodeyd, A. V. Pchel'nikovad

a Belarus State Economic University, Minsk
b A.V. Luikov Heat and Mass Transfer Institute of NAS of Belarus, Minsk
c V.A. Belyi Metal-Polymer Research Institute of NAS of Belarus, Gomel
d Scientific and Practical Centre for Foodstuffs of NAS of Belarus, Minsk
References:
Abstract: A method for obtaining phospholipid concentrate from vegetable oils and a method for determining the size characteristics of the dispersed phase from phospholipid structures are proposed. It was found with light scattering and atomic force microscopy that the dispersed phase of the phospholipid suspension was formed by structures with linear particle sizes not exceeding 100 nm. The method of obtaining phospholipids in the nanosuspension form can be the basis for new technologies of phospholipid concentrates as sources of emulsifiers for the food industry, technological substance, as well as processing of oilseeds.
Keywords: spectrophotometry, atomic force microscopy, phospholipids, nanostructures, technological substances.
Received: 09.10.2019
Document Type: Article
UDC: 539.22[53.085+35.243]
Language: Russian
Citation: J. S. Mikhalovsky, N. P. Matveiko, G. B. Mel'nikova, E. N. Volnyanko, V. N. Babodey, A. V. Pchel'nikova, “Particles sizes determination of the nanostructured phospholipides dispersed phase in plant origin native oils”, PFMT, 2019, no. 4(41), 23–27
Citation in format AMSBIB
\Bibitem{MikMatMel19}
\by J.~S.~Mikhalovsky, N.~P.~Matveiko, G.~B.~Mel'nikova, E.~N.~Volnyanko, V.~N.~Babodey, A.~V.~Pchel'nikova
\paper Particles sizes determination of the nanostructured phospholipides dispersed phase in plant origin native oils
\jour PFMT
\yr 2019
\issue 4(41)
\pages 23--27
\mathnet{http://mi.mathnet.ru/pfmt671}
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