MECHANICAL PROPERTIES OF TI₃AL REINFORCED WITH C₆₀ FULLERENE UNDER UNI-AXIAL TENSILE DEFORMATION: MOLECULAR DYNAMICS SIMULATION

10.25712/ASTU.1811-1416.2026.01.010

Authors

DOI:

https://doi.org/10.25712/ASTU.1811-1416.2026.01.010

Keywords:

metal-matrix composite (MMC), titanium aluminide (Ti₃Al), fullerene reinforcement (C₆₀), molecular dynamics (MD) simulation, mechanical properties hybrid potential, periodic boundary conditions, deformation behavior, tensile strain, compressive strain, material failure mechanisms, interatomic interactions, computational materials science, fullerene

Abstract

This study presents a simulation of a Ti₃Al metal-matrix composite reinforced with fullerenes. The simulation was performed using molecular dynamics methods, followed by calculations on the SPbPU supercomputer. Molecular dynamics techniques were employed to model the material’s behavior at the atomic level, accounting for interparticle interactions. A hybrid potential was used for a more accurate description of these interactions. A comparison was made between the mechanical properties of the "pure" material and the fullerene-reinforced composite, with additional comparisons involving reinforced materials containing varying numbers of vacancies. Evaluated characteristics included yield strength, ultimate tensile strength, strain, and fracture load. Deformation was applied along the crystal direction corresponding to the [100] Miller index. For reinforcement, a C₆₀ fullerene was placed at the center of the simulation cell. The results demonstrated a reduction in mechanical properties in both the reinforced material and the material with increased vacancy concentration. The decrease in ultimate tensile strength in both cases was attributed to several factors. Primarily, the fullerene exhibited favorable behavior under compressive strain but had a detrimental effect under tensile strain due to its dimensional constraints. Vacancies facilitated dislocation formation, leading to accelerated failure of the metallic matrix. The experimental conditions, particularly the periodic boundary constraints imposed on the model, also played a significant role. The findings indicate that both defect structures and reinforcing elements critically influence the mechanical properties of the material

Author Biographies

Ustina Yankovskaya, Peter the Great St.Petersburg Polytechnic University

postgraduate student of the Altai State Technical University, senior lectur-er of the Department of Higher Mathematics of the St. Petersburg Polytechnic University

Alexander Narseev, Peter the Great St.Petersburg Polytechnic University, 195251, Saint Petersburg, Russia

laboratory assistant-researcher of the Department of Physics of the St. Petersburg Polytechnic University

Artem Markidonov, uzbass Humanitarian-Pedagogical Institute of Kemerovo State University 23 Tsiolkovsky St., 654041, Novokuznetsk, Russia

Doctor of Physical and Mathematical Sciences, Associate Professor, Head of the Department of Informatics and Computer Engineering named after V.K. Butorin, Kuzbass Humanitarian Pedagogical Institute, Kemerovo State University; Professor of the Department of Applied Mathematics and Informatics, Siberian State Industrial University.

Michael Starostenkov, Polzunov Altai State Technical University 46 Lenin Ave., 656038, Barnaul, Russia

Doctor of Physical and Mathematical Sciences, Chief Researcher, Profes-sor, I.I. Polzunov Altai State Technical University

Pavel Zakharov, Peter the Great St.Petersburg Polytechnic University, 195251, Saint Petersburg, Russia

Doctor of Physical and Mathematical Sciences, Director of the Institute of Physics and Mathematics of the St. Petersburg Polytechnic University

Published

2026-03-31

How to Cite

Yankovskaya У., Narseev А., Markidonov А., Starostenkov М., & Zakharov П. (2026). MECHANICAL PROPERTIES OF TI₃AL REINFORCED WITH C₆₀ FULLERENE UNDER UNI-AXIAL TENSILE DEFORMATION: MOLECULAR DYNAMICS SIMULATION : 10.25712/ASTU.1811-1416.2026.01.010. Fundamental’nye Problemy Sovremennogo Materialovedenia / Basic Problems of Material Science, 23(1), 88–95. https://doi.org/10.25712/ASTU.1811-1416.2026.01.010

Issue

Section

SECTION 1. CONDENSED MATTER PHYSICS