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Valeria Puzikova

CFD researcher and software developer with 15+ years of experience

Currently, I lead a team developing high-performance libraries for computation and data processing. Previously, I worked on physics engines at Huawei Moscow Research Center, on immersed-boundary methods at the Ivannikov Institute for System Programming RAS, and in industry at Fortum and other companies. I hold a PhD in Physics and Mathematics from Bauman Moscow State Technical University, where I also taught optimization methods and core undergraduate mathematics. I have authored 50+ papers, a textbook on non-Newtonian fluids, and 14 registered software programs.

Research profiles

Contact & social

Research interests

CFD methods

Immersed boundary methods Cut-cell methods Viscous incompressible flows Non-Newtonian flows Viscoelasticity Turbulence: RANS / LES / DES Fluid–structure interaction Coupled problems Verification & validation

Linear solvers & HPC

Krylov methods Multigrid Smoothers Parallel algorithms Domain decomposition GPU computing

Applications & systems

Physics engines AR/VR AI/ML RISC-V Optimization methods

Open to collaboration on CFD methods, solvers, verification & validation.

LS-STAG-3D — flow past an arbitrary rotor

LS-STAG-3D

3D immersed-boundary / cut-cell solver for incompressible flows with arbitrary moving bodies and coupled FSI problems. Code: LS-STAG-3D_parallel.

SciVis →
cfd-vv-suite

cfd-vv-suite

Open test suite for CFD verification and validation: 58 cases, solver-agnostic CLI, OpenFOAM integration.

Learn more →
beamer-template-kit

beamer-template-kit

Commented LaTeX Beamer class with a custom palette and quick style customization.

Learn more →

Full software list →

Book cover: Non-Newtonian Fluids

Non-Newtonian Fluids: From Mathematical Models to the Construction of Numerical Methods and Software Implementation

Lan, 2026. 132 p. (in Russian).

Publisher page →

Cover: Physics of Fluids 2025

Modification of the Level-Set Staggered immersed boundary method for turbulent flow simulation

Physics of Fluids, 2025, vol. 37, issue 8, pp. 85–118.

Paper DOI →

Dissertation cover: LS-STAG immersed boundary method

Development of a Modification of the LS-STAG Immersed Boundary Method for Mathematical Simulation in Coupled Hydroelastic Problems

PhD thesis, BMSTU, 2016. 150 p. (in Russian).

eLibrary →

Full publication list →

Autorotating propeller

3D case · velocity field

Rotationally oscillating body

3D case · velocity field

Vertical oscillation, Se/St = 1.1

3D case · velocity field

Full SciVis gallery →

ICCES 2025

ICCES2025

Changsha, China · May 25–29, 2025

Conference · Paper DOI

Coupled Problems 2017

COUPLED PROBLEMS 2017

Rhodes, Greece · June 12–14, 2017

Conference · Paper

Coupled Problems 2015

COUPLED PROBLEMS 2015

Venice, Italy · May 18–20, 2015

Conference · Paper 1 · Paper 2

Full conference list →

Awards and grants

  • RSF grant 17-79-20445 — Efficient numerical methods for unsteady aerodynamic/hydrodynamic loads (2017–2022; participant).
  • Huawei Moscow Research Center President Award (2021).
  • RFBR grant 18-31-20051 — Vortex methods and coupled hydroelasticity on multiprocessor systems (2018–2020; participant).
  • RFP grant for young scientists MK-743.2018.8 — Development of a modification of the LS-STAG method for modelling non-Newtonian flows and its implementation in a parallel software package for coupled hydroelastic problems (2018–2019; PI V.V. Puzikova). eLibrary
  • RFP Scholarship for young scientists and post-graduate students SP-2907.2015.5 — Development of a parallel software package for numerical solution of aerohydroelasticity coupled problems by using the LS-STAG immersed boundary method and its modifications (2015–2017).
  • RFP grant for young scientists MK-5357.2015.8 — Study of the efficiency of mesh and meshless methods for mathematical modelling in two-dimensional hydroelasticity problems (2015–2016; PI V.S. Moreva; participant).
  • RFP grant NSh-1432.2014.8 — Mathematical modelling of non-stationary thermomechanical processes in consolidated micro- and nanostructured materials under high-intensity physical fields (2014–2015; PI V.S. Zarubin; participant).
  • Schlumberger Scholarship Award (2012–2013).
  • Winner, All-Russian competition of research works of students and postgraduates in mathematical sciences (2011).