Search Results - "Fedorov, M.S."

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  1. 1

    Influence of the structure and gas-phase acidity of aromatic disulfonic acids on proton transfer and the formation of hydrogen-bonded complexes with pyridine derivatives by Fedorov, M.S., Filippov, A.A., Ivanov, S.N., Giricheva, N.I., Lapykina, E.A.

    Published in Computational and theoretical chemistry (01-08-2024)
    “…[Display omitted] •Naphthalenedisulfonic acids have a greater structure variety than benzenedisulfonic.•The gas-phase acidity of the conformers of studied…”
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    Journal Article
  2. 2

    Structural and dynamic non-rigidity of hydrogen-bonded complexes of A∙∙∙A and A∙∙∙B∙∙∙A types and odd–even effect by Giricheva, N.I., Bubnova, K.E., Zhabanov, Yu.A., Fedorov, M.S., Girichev, G.V.

    Published in Journal of molecular liquids (15-03-2022)
    “…[Display omitted] •Geometry structure and parameters of H-bonds in A∙∙∙A and A∙∙∙B∙∙∙A complexes.•Dynamic non-rigidity and intramolecular vibrational…”
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  3. 3

    Experience of mixed nitride uranium–plutonium fuel fabrication at the siberian chemical plant jsc site by Fedorov, M.S., Zozulya, D.V., Baidakov, N.A., Zhiganov, A.N.

    Published in Nuclear engineering and design (01-12-2021)
    “…The “Proryv” project is significant for the Russian Federation and relates to the activity that has been assigned the status of “especially important” for the…”
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  4. 4

    H-complexes in the “4-n-alkoxybenzoic acid: 4-pyridyl 4′-n-alkoxybenzoate” system. IR spectroscopy and quantum chemical calculations by Giricheva, N.I., Syrbu, S.A., Bubnova, K.E., Fedorov, M.S., Kiselev, M.R., Girichev, G.V.

    Published in Journal of molecular liquids (01-03-2019)
    “…IR spectra of individual 4-n-dodecyloxybenzoic acid (A) and 4-pyridyl 4′-n-dodecyloxybenzoate (B) compounds as well as IR spectra of 2A:1B and 1A:1B systems…”
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  5. 5

    Nonlinear corrections to the frequencies of surface and subsurface waves in a laminated heterogeneous liquid by Shiryaeva, S. O., Fedorov, M. S., Grigor’ev, A. I.

    Published in Technical physics (01-06-2015)
    “…Nonlinear corrections to the frequencies of surface and subsurface waves are obtained in calculations of the third order of smallness in dimensionless…”
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  6. 6

    Nonlinear internal resonance interaction between surface waves and internal waves in an inhomogeneous laminated liquid by Shiryaeva, S. O., Petrushov, N. A., Grigor’ev, A. I., Fedorov, M. S.

    Published in Technical physics (01-09-2014)
    “…Eight nonlinear resonances may arise in a two-layer liquid with a free surface, as follows from asymptotic calculations of the second order of smallness. Two…”
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  7. 7

    Nonlinear analysis of interaction between finite-amplitude capillary waves in a layered inhomogeneous liquid by Grigor’ev, A. I., Fedorov, M. S., Shiryaeva, S. O.

    Published in Technical physics (01-11-2011)
    “…The nonlinear capillary wave motion in a two-layer liquid with a free surface is analytically investigated accurate to the second order of smallness in ratio…”
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  8. 8

    Influence of an electric field on the capillary analogue of the dead-water effect by Grigor’ev, A. I., Shiryaeva, S. O., Fedorov, M. S.

    Published in Technical physics (01-06-2012)
    “…It is shown that the capillary analogue of the dead-water effect strongly depends on an external electrostatic field: in the presence of the field, the number…”
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  9. 9

    Capillary analogue of the “dead water” effect in a stratified liquid with a charged interface by Grigor’ev, A. I., Shiryaeva, S. O., Fedorov, M. S.

    Published in Technical physics (01-07-2010)
    “…In terms of a linear mathematical model of a capillary-gravitational flow in a two-layer liquid with a finite-thickness upper layer, it is shown analytically…”
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  10. 10

    On the effect of “Dead Water” in a stratified liquid on a solid bottom by Shiryaeva, S. O., Grigor’ev, A. I., Fedorov, M. S., Shiryaev, A. A.

    Published in Technical physics (01-11-2012)
    “…The influence of a solid bottom on the “dead water” effect for gravitational and fluctuation waves (having the same dispersion law), as well as capillary…”
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