I. Nizovtseva

发表

Travelling-wave amplitudes as solutions of the phase-field crystal equation

P. Galenko, I. Nizovtseva, 2018, Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences.

On the theory of non-stationary directional solidification with a phase transition layer

I. Nizovtseva, 2020 .

Evolution of a Polydisperse Ensemble of Spherical Particles in a Metastable Medium with Allowance for Heat and Mass Exchange with the Environment

S. Lippmann, D. Alexandrov, I. Nizovtseva, 2022, Crystals.

Review article: the false–bottom ice

J. Jouzel, L. Ryashko, D. Alexandrov, 2013 .

To the theory of underwater ice evolution, or nonlinear dynamics of “false bottoms”

D. Alexandrov, I. Nizovtseva, 2008 .

Nonlinear dynamics of the false bottom during seawater freezing

D. Alexandrov, I. Nizovtseva, 2008 .

The effect of density changes on crystallization with a mushy layer

D. Alexandrov, I. Nizovtseva, 2020, Philosophical Transactions of the Royal Society A.

Binary melt with quasi-stationary solidification modeling: Mushy layer approach

D. Alexandrov, I. Starodumov, S. Vikharev, 2020 .

Analytical solution of a binary melt solidification model in the presence of a quasi-equilibrium mushy region for the case of the non-linear phase diagram

D. Alexandrov, I. Starodumov, I. Nizovtseva, 2020, Journal of physics. Condensed matter : an Institute of Physics journal.

Kinetic transition in the order–disorder transformation at a solid/liquid interface

M. Rettenmayr, K. Reuther, P. Galenko, 2018, Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences.

THE INFLUNCE OF NETWORK IMPERFECTIONS ON THE MECHANICAL PROPERTIES OF ELASTOMERS WITH ISOCYANURATE RINGS

A. Ivanov, I. Nizovtseva, O. Gusakova, 2018 .

Solidification of ternary systems with a nonlinear phase diagram

D. Alexandrov, I. Nizovtseva, A. P. Malygin, 2017, Russian Metallurgy (Metally).

Unidirectional solidification of binary melts from a cooled boundary: analytical solutions of a nonlinear diffusion-limited problem

D. Alexandrov, D. Lee, I. Nizovtseva, 2008, Journal of physics. Condensed matter : an Institute of Physics journal.

On the theory of crystal growth in metastable systems with biomedical applications: protein and insulin crystallization

D. Alexandrov, I. Nizovtseva, 2019, Philosophical Transactions of the Royal Society A.

Approximate analytical solution of the integro‐differential model of bulk crystallization in a metastable liquid with mass supply (heat dissipation) and crystal withdrawal mechanism

I. Nizovtseva, I. Alexandrova, A. Ivanov, 2021, Mathematical Methods in the Applied Sciences.

Morphological Stability Analysis of the Self-Similar Solidification Front in the Case of Thermodiffusion. Part I. The Self-Similar Solutions

Russian Federation., I. Nizovtseva, I. Alexandrova, 2015 .

On the theory of nucleation and nonstationary evolution of a polydisperse ensemble of crystals

D. Alexandrov, I. Nizovtseva, I. Alexandrova, 2019, International Journal of Heat and Mass Transfer.

Nucleation and particle growth with fluctuating rates at the intermediate stage of phase transitions in metastable systems

D. Alexandrov, I. Nizovtseva, 2014, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

On the Theory of Directional Solidification in the Presence of a Mushy Zone

A. Ivanov, D. Alexandrov, I. Starodumov, 2021, Russian Metallurgy (Metally).

An exact analytical solution of the Fokker-Planck type equation in the presence of arbitrary growth rates of nuclei

A. Ivanov, I. Nizovtseva, 2015 .

Mathematical modeling of binary compounds with the presence of a phase transition layer

A. Ivanov, I. Starodumov, I. Nizovtseva, 2020, Mathematical Methods in the Applied Sciences.

Phase field analysis of the growth of fast and slow crystallites

N. Moelans, M. Rettenmayr, K. Reuther, 2020 .

Phase field model derivation for rapid crystal growth in polycrystalline alloys

N. Moelans, A. Ivanov, I. Nizovtseva, 2020 .

Modeling of a mushy zone during quasi-stationary solidification of TiAl alloy

A. Ivanov, I. Starodumov, I. Nizovtseva, 2020 .

The hyperbolic Allen–Cahn equation: exact solutions

D. Alexandrov, P. K. Galenko, I. Nizovtseva, 2016 .

Nonlinear dynamics of directional solidification with a mushy layer. Analytic solutions of the problem

D. Alexandrov, Huang-Nan Huang, D. Lee, 2007 .

Morphological stability analysis of the self-similar solidification front in the case of thermodiffusion. Part II. The stability criterion

I. Nizovtseva, I. Alexandrova, 2015 .

Nonlinear analysis of the stability of solidification with a mushy zone

A. Ivanov, D. Alexandrov, I. Nizovtseva, 2014, Russian Metallurgy (Metally).

Traveling wave solution of phase field model for multi-grain systems

I. Nizovtseva, 2019, PHYSICS, TECHNOLOGIES AND INNOVATION (PTI-2019): Proceedings of the VI International Young Researchers’ Conference.

Multi-grain evolution under slow, intermediate and fast regimes of solidification in multi-component alloying system

I. Nizovtseva, I. G. Nizovtseva, 2019, PHYSICS, TECHNOLOGIES AND INNOVATION (PTI-2019): Proceedings of the VI International Young Researchers’ Conference.

Measurement of Mass Transfer Intensity in Gas–Liquid Medium of Bioreactor Circuit Using the Thermometry Method

D. Alexandrov, I. Starodumov, S. Lezhnin, 2022, Fluids.

Simulation of two‐phase air–liquid flows in a closed bioreactor loop: Numerical modeling, experiments, and verification

S. V. Zhluktov, Alexander Y. Schelyaev, A. Aksenov, 2022, Mathematical Methods in the Applied Sciences.

Traveling wave solutions for the hyperbolic Cahn–Allen equation

D. Alexandrov, P. Galenko, I. Nizovtseva, 2017 .

V. Ankudinov, I. Nizovtseva, Stephanie Lippmann, 2024, Mathematical Methods in the Applied Sciences.