TY  - RPRT
U1  - Arbeitspapier
A1  - Artykova, Zhadyra
T1  - Mathematical Modeling and Process Optimization of Composite Polymer Stabilizers
N2  - This paper examines current mathematical modeling methods used for the development and optimization of composite polymer stabilizers. A review of key challenges related to the stability of polymer materials is provided, along with a discussion of modern computational approaches, including molecular dynamics, finite element analysis, thermodynamic modeling, and machine learning. The necessity of an interdisciplinary approach integrating chemistry, materials science, and computational technologies is justified. Perspectives on the further development of modeling methods to enhance the efficiency and stability of polymer stabilizers are presented.
AB  - This paper examines current mathematical modeling methods used for the development and optimization of composite polymer stabilizers. A review of key challenges related to the stability of polymer materials is provided, along with a discussion of modern computational approaches, including molecular dynamics, finite element analysis, thermodynamic modeling, and machine learning. The necessity of an interdisciplinary approach integrating chemistry, materials science, and computational technologies is justified. Perspectives on the further development of modeling methods to enhance the efficiency and stability of polymer stabilizers are presented.
T3  - Constructor University Technical Reports - 59 
KW  - Polymerization
KW  - Mathematical Modeling
KW  - Polymer
KW  - Drilling fluid
KW  - Materials science
Y1  - 2026
U6  - https://nbn-resolving.org/urn:nbn:de:gbv:579-opus-1013526
UN  - https://nbn-resolving.org/urn:nbn:de:gbv:579-opus-1013526
ER  -