Sergey Simakov

Dr. Sergey Simakov

Moscow Institute of Physics and Technology, Dolgoprudnyy, Moskovskaya Oblast’, Russia
orcid

Research Focus & Metrics

Academic Career Length

21Years (2006-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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3 December 2015 in Mathematical Modelling of Natural Phenomena
Verified
Journal Article
Open access
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NBN. Bessonov
N. Bessonov
ASAdélia Sequeira
Adélia Sequeira
Sergey SimakovSergey Simakov
Sergey Simakov
YVYu. Vassilevskii
Yu. Vassilevskii
Vitaly VolpertVitaly Volpert
Vitaly Volpert
This review is devoted to recent developments in blood flow modelling. It begins with the discussion of blood rheology and its non-Newtonian properties. After that we will present some modelling methods where blood is considered as a heterogeneous fluid composed of plasma and blood cells. Namely, we will describe the method of Dissipative Particle Dynamics and will present some results of blood flow modelling. The last part of this paper deals with one-dimensional global models of blood circulation. We will explain the main ideas of this approach and will present some examples of its application.

17 July 2019 in International Journal for Numerical Methods in Biomedical Engineering
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JCJason Matthew Carson
Jason Matthew Carson
SPSanjay Pant
Sanjay Pant
CRCarl Roobottom
Carl Roobottom
RARobin Alcock
Robin Alcock
PBPablo Javier Blanco
Pablo Javier Blanco
PNPerumal Nithiarasu
Perumal Nithiarasu
Non‐invasive coronary computed tomography (CT) angiography‐derived fractional flow reserve (cFFR) is an emergent approach to determine the functional relevance of obstructive coronary lesions. Its feasibility and diagnostic performance has been reported in several studies. It is unclear if differences in sensitivity and specificity between these studies are due to study design, population, or "computational methodology." We evaluate the diagnostic performance of four different computational workflows for the prediction of cFFR using a limited data set of 10 patients, three based on reduced‐order modelling and one based on a 3D rigid‐wall model. The results for three of these methodologies yield similar accuracy of 6.5% to 10.5% mean absolute difference between computed and measured FFR. The main aspects of modelling which affected cFFR estimation were choice of inlet and outlet boundary conditions and estimation of flow distribution in the coronary network.One of the reduced‐order models showed the lowest overall deviation from the clinical FFR measurements, indicating that reduced‐order models are capable of a similar level of accuracy to a 3D model. In addition, this reduced‐order model did not include a lumped pressure‐drop model for a stenosis, which implies that the additional effort of isolating a stenosis and inserting a pressure‐drop element in the spatial mesh may not be required for FFR estimation.The present benchmark study is the first of this kind, in which we attempt to homogenize the data required to compute FFR using mathematical models. The clinical data utilised in the cFFR workflows are made publicly available online.

15 September 2015 in Computational Mathematics and Mathematical Physics
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YVYuri Vassilevski
Yuri Vassilevski
VSVictoria Salamatova
Victoria Salamatova
Sergey SimakovSergey Simakov
Sergey Simakov
One-dimensional models of hemodynamics proved to be effective in the analysis of blood flow in humans in the normal and pathological states. A key factor contributing to the successful simulation usin

5 September 2019 in International Journal for Numerical Methods in Biomedical Engineering
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XGXinyang Ge
Xinyang Ge
YLYoujun Liu
Youjun Liu
STShengxian Tu
Shengxian Tu
Sergey SimakovSergey Simakov
Sergey Simakov
YVYuri Vassilevski
Yuri Vassilevski
FLFuyou Liang
Fuyou Liang

28 March 2009 in Mathematical Models and Computer Simulations
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Sergey SimakovSergey Simakov
Sergey Simakov
AKA. S. Kholodov
A. S. Kholodov
A complex dynamic model of the closed cardiovascular and respiratory systems including their interaction is considered. It is proposed to substitute a single-component model of the alveolar volume with a multi-component one. A refined structure of the vascular network based on experimental data is suggested. Resonance properties of the alveolar volume components are investigated with the help of the proposed multi-component model. Computational results are presented showing an amplitude-dependent decrease in oxygen concentration in the venous part of the pulmonary circuit when the alveolar volume is subject to periodic disturbances at its eigenfrequencies

1 October 2018 in Computer Research and Modeling
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Journal Article
Open access
Sergey SimakovSergey Simakov
Sergey Simakov
Компьютерные исследования и моделирование