Search Results - "Golovin, S.V."

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  1. 1

    Fractured water injection wells: Pressure transient analysis by Shelukhin, V.V., Baikov, V.A., Golovin, S.V., Davletbaev, A.Y., Starovoitov, V.N.

    “…In this paper we study the pressure drop in a hydraulic fracture after shut-in of a water injection well. The pressure transient behavior depends on fracture…”
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  2. 2
  3. 3

    An implicit level set algorithm for hydraulic fracturing with a stress-layer asymptote by Valov, A.V., Dontsov, E.V., Baykin, A.N., Golovin, S.V.

    Published in Engineering fracture mechanics (15-11-2023)
    “…The capability to simulate a hydraulic fracturing process is an essential tool that can be used to optimize treatment design and increase the efficiency of…”
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  4. 4

    Influence of pore pressure on the development of a hydraulic fracture in poroelastic medium by Golovin, S.V., Baykin, A.N.

    “…In this paper we demonstrate the influence of the pore pressure on the development of a hydraulically-driven fracture in a poroelastic medium. We present a…”
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  5. 5

    Stationary dipole at the fracture tip in a poroelastic medium by Golovin, S.V., Baykin, A.N.

    “…This paper presents an analytic self-similar solution describing an equilibrium of a planar semi-infinite hydraulic fracture in a poroelastic medium. The…”
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  6. 6

    The coupling of an enhanced pseudo-3D model for hydraulic fracturing with a proppant transport model by Skopintsev, A.M., Dontsov, E.V., Kovtunenko, P.V., Baykin, A.N., Golovin, S.V.

    Published in Engineering fracture mechanics (01-09-2020)
    “…•Coupled problem of a hydraulic fracture (HF) with proppant transport is solved.•Enhanced pseudo-3D model is used for rapid HF modeling.•Saffman-Taylor…”
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  7. 7

    Hydraulic fracture numerical model free of explicit tip tracking by Golovin, S.V., Isaev, V.I., Baykin, A.N., Kuznetsov, D.S., Mamontov, A.E.

    “…The paper addresses the problem of modeling a fracture propagation in linear elastic porous media driven by injection of non-Newtonian power-law fluid. The…”
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  8. 8

    Advanced Technology for Preparing Steel Sheets for Petrochemical Engineering by Kravchenko, A. G., Zinyagin, A. G., Golovin, S. V., Muntin, A. V.

    Published in Chemical and petroleum engineering (01-03-2020)
    “…An example is considered for the most efficient production of plates with thickness up to 150 mm made of low-carbon microalloyed steel grades with high…”
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  9. 9

    Thermoporoelastic model for the cement sheath failure in a cased and cemented wellbore by Valov, A.V., Golovin, S.V., Shcherbakov, V.V., Kuznetsov, D.S.

    Published in Journal of petroleum science & engineering (01-03-2022)
    “…In the paper, we analyze factors that can lead to a failure of the cement sheath of a cased wellbore. By using a fully coupled linear thermo-poro-elastic…”
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  10. 10

    The influence of heterogeneous proppant pack on fracture closure and productivity by Skopintsev, A.M., Dontsov, E.V., Baykin, A.N., Golovin, S.V.

    Published in Journal of petroleum science & engineering (01-07-2022)
    “…Even though hydraulic fracturing is a common and well adopted well stimulation method in petroleum industry, there are still open scientific questions in the…”
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  11. 11

    Experience of Mastering Plate Production of Strength Category Sawl 450 for Deep-Water Pipes at the Vyksa Metallurgical Plant 5000 Mill by Il’inskii, V. I., Matrosov, M. Yu, Stepanov, P. P., Efron, L. I., Goli-Oglu, E. A., Golovin, S. V., Talanov, O. P., Geier, V. V.

    Published in Metallurgist (New York) (01-05-2014)
    “…Production of plates of strength category DNV SAWL 450 SFDU, intended for manufacturing pipe with a 39 mm wall thickness for submarine pipelines, is mastered…”
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  12. 12

    Irrotational vector fields, partially invariant with respect to group of rotations by Golovin, S.V.

    “…A geometrical description of three-dimensional irrotational vector fields which are partially invariant with respect to the SO(3) group of rotations is given…”
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  13. 13

    The two-dimensional motions of a gas with a special adiabatic exponent by Golovin, S.V

    “…An invariant submodel of the two-dimensional equations of gas dynamics, constructed on an operator which is a combination of the time-shift, rotation and…”
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