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Denis V. Esipov

Observed names: D Esipov, D V Esipov, D. V. Esipov, D. V. Yesipov, D.V. Esipov, D.V.. V. Esipov, Denis Esipov, Esipov, Denis, Денис Викторович Есипов, Есипов Денис Викторович
Observed institutions: Russian Academy of Sciences, Novosibirsk State University, Siberian Branch of the Russian Academy of Sciences, Federal Research Center for Information and Computational Technologies, Institute of Thermophysics, Lavrentyev Institute of Hydrodynamics
ORCID: 0000-0002-7372-2229
Observed ORCID: 0000-0002-7372-2229
OpenAlex ID: A5073568273
3D Modeling of Fracture Initiation From Perforated Noncemented Wellbore
2013 · O.P.. P. Alekseenko, D.I.. I. Potapenko, et al. · SPE Journal · 56
3-D Modeling of Fracture Initiation From Perforated Non-Cemented Wellbore
2012 · O. P. Alekseenko, D. I. Potapenko, et al. · SPE Hydraulic Fracturing Technology Conference and Exhibition · 46
Simulating fully 3D non-planar evolution of hydraulic fractures
2016 · Sergey Cherny, Vasiliy Lapin, et al. · International Journal of Fracture · 34
Model of Hydraulic Fracture Initiation from the Notched Open Hole
2015 · Gallyam Aidagulov, Olga Alekseenko, et al. · SPE Kingdom of Saudi Arabia Annual Technical Symposium and Exhibition · 14
Optimization design of hydroturbine rotors according to the efficiency-strength criteria
2010 · D. V. Bannikov, D. V. Yesipov, et al. · Thermophysics and Aeromechanics · 11
Direct Numerical Simulation of the Segre–Silberberg Effect Using Immersed Boundary Method
2020 · Denis V. Esipov, Denis V. Chirkov, et al. · Journal of Fluids Engineering · 9
Prediction of fracture initiation zones on the surface of three-dimensional structure using the surface curvature
2017 · Sergey Cherny, Denis Esipov, et al. · Engineering Fracture Mechanics · 9
Modification of the boundary element method for computation of three-dimensional fields of strain–stress state of cavities with cracks
2016 · D.S. Kuranakov, D.V. Esipov, et al. · Engineering Fracture Mechanics · 9
Peculiarities of the hydraulic fracture propagation caused by pumping of proppant-fluid slurry
2018 · P. V. Karnakov, D. S. Kuranakov, et al. · Thermophysics and Aeromechanics · 5
Three-Dimensional Model of Fracture Propagation from the Cavity Causedby Quasi-Static Load or Viscous Fluid Pumping
2015 · Yuriy Shokin, Sergey Cherny, et al. · Communications in computer and information science · 5
2D CFD-DEM numerical simulation of the sedimentation of circular particles in the rectangular inclined vessel
2023 · Denis Esipov, Dmitriy Kuranakov · AIP conference proceedings · 4
Simulation of proppant transport and fracture plugging in the framework of a radial hydraulic fracturing model
2020 · Vasily N. Lapin, Denis V. Esipov · Russian Journal of Numerical Analysis and Mathematical Modelling · 3
Realizable velocity profiles downstream Francis runner for reduction of part load pressure pulsations
2025 · D Chirkov, V Lapin, et al. · IOP Conference Series Earth and Environmental Science · 1
Immersed boundary method for the problem of interaction between elliptic body and viscous fluid flow
2023 · Dmitriy Kuranakov, Denis Esipov · E3S Web of Conferences
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Direct numerical simulation of viscous incompressible flow with spherical particles in the flat channel
2019 · D V Esipov, V N Lapin, et al. · Journal of Physics Conference Series
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Methods for optimal control of hydraulic fracturing process
2017 · Yurii Shokin, S. G. Cherny, et al.
Трехмерный дуальный метод граничных элементов решения задач упругости с трещинами
2015 · Куранаков Дмитрий Сергеевич, Есипов Денис Викторович, et al. · Вестник Новосибирского государственного университета. Серия: Информационные технологии
Математические модели гидроразрыва пласта
2014 · Есипов Денис Викторович, Куранаков Дмитрий Сергеевич, et al. · Вычислительные технологии
Многозонный метод граничных элементов и его применение к задаче инициации трещины гидроразрыва из перфорированной обсаженной скважины
2011 · Есипов Денис Викторович, Куранаков Дмитрий Сергеевич, et al. · Вычислительные технологии
Двумерная пошаговая модель распространения трещины гидроразрыва
2011 · Ольга Петровна Алексеенко, Денис Викторович Есипов, et al. · Новосибирский государственный университет eBooks
Well-posedness of a modified initial-boundary value problem on stability of shock waves in a viscous gas. Part II
2006 · A.M. Blokhin, D.L. Tkachev, et al. · Journal of Mathematical Analysis and Applications
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Works count: 24
Citation count: 206
H-index: 8
I10-index: 5
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