Roman Chertovskikh

Possui doutorado na área de Matemática Aaplicada. Actualmente é pesquisador do Centro de Investigação em Sistemas e Tecnologias (SYSTEC) da Faculdade de Engenharia da Universidade do Porto.

Informações coletadas do Lattes em 11/05/2023

Acadêmico

Formação acadêmica

Doutorado em Matemática aplicada

2006 - 2010

Universidade do Porto
Título: Thermal convection and magnetic field generation by conducting fluid flows in rotating layer
Orientador: Sílvio Marques de Almeida Gama
Bolsista do(a): .

Graduação em Matemática

1996 - 2001

Universidade Estatal de Moscou

Pós-doutorado

2013 - 2016

Pós-Doutorado. , Instituto Tecnológico de Aeronáutica, ITA, Brasil. , Bolsista do(a): Fundação de Amparo à Pesquisa do Estado de São Paulo, FAPESP, Brasil. , Grande área: Ciências Exatas e da Terra

2010 - 2013

Pós-Doutorado. , Faculdade de Engenharia da Universidade do Porto, FEUP, Portugal. , Bolsista do(a): Fundação para a Ciência e a Tecnologia, FCT, Portugal. , Grande área: Ciências Exatas e da Terra

Idiomas

Bandeira representando o idioma Inglês

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Bandeira representando o idioma Português

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Bandeira representando o idioma Russo

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Áreas de atuação

Grande área: Ciências Exatas e da Terra / Área: Matemática.

Produções bibliográficas

  • ANDRIEVSKY, ALEXANDER ; CHERTOVSKIH, ROMAN ; ZHELIGOVSKY, VLADISLAV . Pointwise vanishing velocity helicity of a flow does not preclude magnetic field generation. PHYSICAL REVIEW E , v. 99, p. 033204, 2019.

  • GAMA, SÍLVIO M.A. ; CHERTOVSKIH, ROMAN ; ZHELIGOVSKY, VLADISLAV . Computation of Kinematic and Magnetic α-Effect and Eddy Diffusivity Tensors by Padé Approximation. Fluids , v. 4, p. 110, 2019.

  • ANDRIEVSKY, A. ; CHERTOVSKIH, R. ; ZHELIGOVSKY, V. . Negative magnetic eddy diffusivity due to oscillogenic -effect. PHYSICA D-NONLINEAR PHENOMENA , v. n, p. n, 2019.

  • RASSKAZOV, ANDREY ; CHERTOVSKIH, ROMAN ; ZHELIGOVSKY, VLADISLAV . Magnetic field generation by pointwise zero-helicity three-dimensional steady flow of an incompressible electrically conducting fluid. PHYSICAL REVIEW E , v. 97, p. 043201, 2018.

  • BOSCAIN, UGO V. ; CHERTOVSKIH, ROMAN ; GAUTHIER, JEAN-PAUL ; PRANDI, DARIO ; REMIZOV, ALEXEY . Highly Corrupted Image Inpainting Through Hypoelliptic Diffusion. JOURNAL OF MATHEMATICAL IMAGING AND VISION , v. 60, p. 1231-1245, 2018.

  • BOSCAIN, UGO ; CHERTOVSKIH, ROMAN ; GAUTHIER, JEAN-PAUL ; PRANDI, DARIO ; REMIZOV, ALEXEY . Cortical-inspired image reconstruction via sub-Riemannian geometry and hypoelliptic diffusion. ESAIM: Proceedings and Surveys , v. 64, p. 37-53, 2018.

  • ANDRIEVSKY, ALEKSANDR ; ZHELIGOVSKY, VLADISLAV ; CHERTOVSKIKH, ROMAN . Kinematic Dynamo by Parity-Antisymmetric Flows. Mathematical Physics and Computer Simulation , v. 21, p. 83-95, 2018.

  • SHAMAROVA, EVELINA ; CHERTOVSKIH, ROMAN ; RAMOS, ALEXANDRE F. ; AGUIAR, PAULO . Backward-stochastic-differential-equation approach to modeling of gene expression. PHYSICAL REVIEW E , v. 95, p. 032418, 2017.

  • CHERTOVSKIH, R. ; REMPEL, E.L. ; CHIMANSKI, E.V. . Magnetic field generation by intermittent convection. PHYSICS LETTERS A , v. 381, p. 3300-3306, 2017.

  • CHIMANSKI, EMANUEL V. ; REMPEL, ERICO L. ; CHERTOVSKIH, ROMAN . On-off intermittency and spatiotemporal chaos in three-dimensional Rayleigh-Bénard convection. ADVANCES IN SPACE RESEARCH , v. 57, p. 1440-1447, 2016.

  • CHERTOVSKIH, R. ; ZHELIGOVSKY, V. . Large-scale weakly nonlinear perturbations of convective magnetic dynamos in a rotating layer. PHYSICA D-NONLINEAR PHENOMENA , v. 313, p. 99-116, 2015.

  • CHERTOVSKIH, R. ; CHIMANSKI, E. V. ; REMPEL, E. L. . Route to hyperchaos in Rayleigh-Bénard convection. EPL , v. 112, p. 14001, 2015.

  • PODVIGINA, O. ; ZHELIGOVSKY, V. ; REMPEL, E. L. ; CHIAN, A. C.-L. ; CHERTOVSKIH, R. ; MUÑOZ, P. R. . Two-parameter bifurcation study of the regularized long-wave equation. PHYSICAL REVIEW E , v. 92, p. 032906, 2015.

  • CHERTOVSKIH, R. A. ; REMIZOV, A. O. . On Pleated Singular Points of First-Order Implicit Differential Equations. JOURNAL OF DYNAMICAL AND CONTROL SYSTEMS , v. 20, p. 197-206, 2014.

  • CHERTOVSKIH, R. ; CHIAN, A. ; PODVIGINA, O. ; REMPEL, E. L. ; ZHELIGOVSKY, V. . Existence, uniqueness and analyticity of space-periodic solutions to the regularised long-wave equation. Advances in Differential Equations , v. 19, p. 725, 2014.

  • BOSCAIN, U. ; CHERTOVSKIH, R. A. ; GAUTHIER, J. P. ; REMIZOV, A. O. . Hypoelliptic Diffusion and Human Vision: A Semidiscrete New Twist. SIAM Journal on Imaging Sciences , v. 7, p. 669-695, 2014.

  • CHERTOVSKIH, R. ; GAMA, S.M.A. ; PODVIGINA, O. ; ZHELIGOVSKY, V. . Dependence of magnetic field generation by thermal convection on the rotation rate: A case study. PHYSICA D-NONLINEAR PHENOMENA , v. 239, p. 1188-1209, 2010.

  • GERTSENSHTEIN, S. YA. ; ZHELIGOVSKY, V. A. ; NECHAEV, V. A. ; PODVIGINA, O. M. ; CHERTOVSKIKH, R. A. . Hydromagnetic dynamo and stability of three-dimensional convective flows in a horizontal layer of a solution. DOKLADY PHYSICS , v. 55, p. 357-361, 2010.

  • GERTSENSHTEIN, S. YA. ; CHERTOVSKIKH, R. A. . Generation of a magnetic field by convective flows in a rotating horizontal layer. Fluid Dynamics , v. 43, p. 248-256, 2008.

  • 2007 ZHELIGOVSKI', V. A. ; PODVIGINA, O. M. ; CHERTOVSKIKH, R. A. . Generation of a magnetic field by three-dimensional convective flows of a conducting fluid in the rotating horizontal layer. DOKLADY PHYSICS , v. 52, p. 653-655, 2007.

  • CHIMANSKI, EMANUEL V. ; Martins, Caroline G. L. ; CHERTOVSKIH, ROMAN ; REMPEL, ERICO L. ; Roberto, Marisa ; Caldas, Iberê L. ; Chian, Abraham C.-L. . Intermittency and Transport Barriers in Fluids and Plasmas. Nonlinear Systems and Complexity. 1ed.: Springer International Publishing, 2019, v. , p. 69-87.

Histórico profissional

Endereço profissional

  • Faculdade de Engenharia da Universidade do Porto. , Rua Dr. Roberto Frias, s/n, n/a, 420046520 - Porto, - Portugal, Telefone: (351) 225081400

Experiência profissional

2018 - Atual

Faculdade de Engenharia da Universidade do Porto

Vínculo: Servidor Público, Enquadramento Funcional: 40 horas semanais