STABILITY SOLUTION OF DYNAMICAL SYSTEMS ON A PART OF THE VARIABLES

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Published: okt 26, 2023
Keywords:
dynamical systems; stability of solution, modification, transformation, stationary, differential, classical mechanics.

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Rustamjon Mullajonov
Andijan State University
Shaxodat Abdugapparova
Andijan State University
Jumagul Mirzaahmedova
Andijan State University

Abstract

The article deals with mathematical models of dynamic systems, represented by nonlinear differential equations of classical mechanics and biophysics, as well as their new modifications and transformations. The properties of equations, properties of solutions, non-stationary equilibrium and equilibrium situations of the solution are studied.

Article Details

How to Cite
Mullajonov, R., Abdugapparova, S., & Mirzaahmedova, J. (2023). STABILITY SOLUTION OF DYNAMICAL SYSTEMS ON A PART OF THE VARIABLES. Scientific Journal of the Fergana State University, 29(2), 126. Retrieved from https://journal.fdu.uz/index.php/sjfsu/article/view/2380
Issue
No. 2 (2023): Scientific journal of the Fergana State University (Exact and natural sciences)
Section
Physics and technology
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This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

Author Biographies

Rustamjon Mullajonov, Andijan State University

Andijon davlat universiteti, fizika-matematika fanlari nomzodi, dotsent

Shaxodat Abdugapparova, Andijan State University

Andijon davlat universiteti

Jumagul Mirzaahmedova, Andijan State University

Andijon davlat universiteti tayanch doktoranti

References

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