Search Results - "Zinkovskii, A. V."

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  1. 1

    Pyrolytic Processing of Cellulose-Containing Wastes from Food Industry Plants by Sklyadnev, E. V., Ryazanov, A. N., Panov, S. Yu, Balabanova, M. Yu, Zinkovskii, A. V.

    Published in Chemical and petroleum engineering (01-09-2016)
    “…A possible thermal process for disposal of wastes from the brewing and sugar industries was studied. Information on the yields of secondary pyrolysis products…”
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    Journal Article
  2. 2

    Modeling of Dust Collection by a High-Temperature Filter with a Phoretically Active Catalyst by Gasanov, Z. S., Ryazanov, A. N., Zinkovskii, A. V., Panov, S. Yu, Belykh, O. M.

    Published in Chemical and petroleum engineering (01-09-2016)
    “…The combination of several physical and chemical processes for cleaning flue gas in a single hightemperature filter is a promising technology. The effect of…”
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  3. 3

    Elasticity of the foot when modelling man's movements by Zinkovskiĭ, A V, Chistiakov, V A

    Published in Biofizika (01-07-1982)
    “…An anthropomorphic model was elaborated, which permitted estimation of foot elasticity in man's movements. The foot in the model is presented as an elastic…”
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  4. 4

    Computer study of the dynamics of human movement by Zinkovskiĭ, A V, Sablin, A D, Chistiakov, V A

    Published in Biofizika (01-03-1979)
    “…Dynamics of control and construction of man's movement was modeled on a computer. Measuring--computing complex was elaborated which involved means for movement…”
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  5. 5

    Modeling of human movements under conditions of varying gravitational force by Zinkovskiĭ, A V, Trofimova, I A, Chistiakov, V A

    “…The control of man's movements during adaptation to an altered gravity field was modelled by mathematical methods. Two types of movements were investigated:…”
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  6. 6

    Computer modeling of human movements by Kulakov, F M, Novachenko, S I, Pavlov, V A, Zinkovskiĭ, A V

    Published in Biofizika (01-11-1975)
    “…A dynamic model for studying man's movements is proposed. Lagrange equations of the second order are used. Differential equations of the model are presented in…”
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  7. 7