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Ру

Bakusov Pavel A.

Address

Office 204-C, 4, 2nd Krasnoarmeiskaya Str., St Petersburg, 190005

Basic information

Education

Field of studyApplied mathematicsQualificationBachelor (SPbGASU, 2017)

Field of studyCivil engineering. Construction calculations of buildings and structures;QualificationMaster (SPbGASU, 2019)

Postgraduate studiesInformatics and Computer Science;QualificationResearcher. Research teaching fellow (SPbGASU, 2023)

Professional development

  • BIM design of civil buildings and structures (Vyatka State University, 2020)
  • Additive technologies (St Petersburg Polytechnic University, 2020)
  • Modern means of computer engineering in construction (Novosibirsk State University of Architecture and Civil Engineering (SIBSTRIN), 2020)
  • Labour protection in educational institutions (SPbGASU, 2020)
  • Digital tools of a modern teacher of higher education (SPbGASU, 2020)
  • Digital technologies in teaching specialized disciplines (Innopolis University, 2021)
  • Providing first aid to victims at work (Aktion University, 2023, 16 hours)
  • General issues of labor protection and the functioning of the labor protection management system (Aktion University, 2023, 16 hours)
  • Safe methods and techniques for performing work when exposed to harmful and dangerous production factors, hazard sources identified within the special safety standards and occupational risk assessment (Aktion University, 2023, 16 hours)

Teaching

  • Computer and mathematical modeling
  • Computer modeling in MatLab environment
  • Computer modeling of the process of deformation of building structural elements
  • Computer simulation of random processes
  • Finite element software systems
  • Research activities in software systems based on FEM
  • Software systems based on the finite element method
  • Numerical methods

Professional interests

  • Analysis of seismometric data of building structures
  • Modeling of building structures

Research interests

  • Theory of fully non-linear partial differential equations
  • Theory of thin-walled shell structures
  • Engineering seismometric studies

Scientific conferences

Pavel Bakusov has participated in eight conferences.

Publications

Pavel Bakusov is the author of 21 publications.


The most significant publications

Textbooks

  1. Filimonenkova N.V., Bakusov P.A. Sets and mappings. Intensive introduction to mathematical analysis for students of technical universities. SPb: Lan. 2017 180 p.
  2. Filimonenkova N.V., Bakusov P.A. Introduction to mathematical analysis. St Petersburg: SPbGASU, 2015. 92 p.

Articles

  1. Shashkin A.G., Shashkin M.A., Kondratiev S.O., Bakusov P.A. Telemetric vibration measuring complex for monitoring mechanical safety of cultural heritage object: “Russian Renault” // Reconstruction and Restoration of Architectural Heritage. 2021. P. 297–302. DOI:10.1201/9781003136804-57.
  2. Bakusov P.A. Semenov A.A. Analysis of the stability of a computational algorithm to a change in the geometric parameters of cylindrical shell structures // Bulletin of PNRPU. Mechanics. 2021. No. 1. P. 12–21.
  3. Bakusov P.A. Comparison of DQM and FEM on the example of Timoshenko beam on an elastic foundation // Actual problems of construction, housing and communal services and technospheric safety. Materials of the VII All-Russian (with international participation) scientific and technical conference of young researchers. 2020, P. 13–15.
  4. Bakusov P.A. Determination of the technical condition of the vaults of New Holland by dynamic characteristics // Series "Modern Construction": collection of articles of undergraduates and graduate students. T. 1, Issue. 2. 2019. P. 101–105.
  5. Bakusov P.A., Semenov A.A. Stability of a toroidal shell panel inclined relative to the vertical axis // Actual problems of construction: materials of the 70th All-Russian. scientific-practical. conf. students, graduate students and young scientists "Actual problems of modern construction": in 3 parts. Part 1. 2017. P. 27–31.
  6. Bakusov P.A., Semenov A.A. Stability of segments of toroidal shells when the angle of deviation from the vertical axis changes // Bulletin of PNRPU. Mechanics. 2017. No. 3. P. 17–36.
  7. Filimonenkova N.V., Bakusov P.A. Analysis of m-convexity of multidimensional paraboloids and hyperboloids // Mathematical education. 2017. Issue. 21. P. 64–86.
  8. Filimonenkova N.V., Bakusov P.A. Modeling of m-convex surfaces // Mathematics, physics, informatics and their applications in science and education: collection of abstracts of the International School-Conference of Young Scientists. 2016, P. 125–126.
  9. Filimonenkova N.V., Bakusov P.A. Hyperbolic polynomials and Gording cones // Mathematical education. 2016. Issue. 20. P. 143–166.
  10. Filimonenkova N.V., Bakusov P.A. Investigation of the m-convexity of quadrics // Proceedings of a scientific conference with international participation. Best reports: SPbPU Science Week. 2016, P. 194–198.
  11. Filimonenkova N.V., Bakusov P.A. Study of m-convex surfaces // Proceedings of the Tenth All-Russian Forum of Students, Postgraduates and Young Scientists: Science and Innovations at Technical Universities. 2016, P. 112–113.
  12. Filimonenkova N.V., Bakusov P.A. The role of Gording's cones in the theory of fully nonlinear equations // Actual directions of scientific research of the XXI century: theory and practice. 2015. Vol. 3, No. 8-4(19-4). P. 308–311.
  13. Filimonenkova N.V., Bakusov P.A. Introduction to Mathematical Analysis: Sets and Mappings // Proceedings of the 71st Scientific Conference of Professors, Teachers, Researchers, Engineers and Postgraduate Students of the University in 3 parts. Part 1. 2015. P. 40–45.
  14. Filimonenkova N.V., Bakusov P.A. New algebraic and geometric concepts generated by the theory of fully nonlinear partial differential equations // Proceedings of the international scientific conference: Education, science and economics in universities and schools. Integration into the international educational space. 2015, P. 102–105.
  15. Filimonenkova N.V., Bakusov P.A. The concept of an m-positive matrix and the Sylvester criterion // Mathematical Modeling, Numerical Methods and Program Complexes: Interuniversity Thematic Collection of Works. 2014. Issue. 20, P. 103–114.
  16. Filimonenkova N.V., Bakusov P.A. Properties of m-positive matrices // Actual problems of economics and management in construction: materials of the international scientific and practical conference of students, graduate students, young scientists and doctoral students. In 5 parts Part 3. 2014, P. 10–14.