ON STABILITY OF STATIONARY STATES OF REVERSIBLE REACTIONS OF THE FIRST ORDER
Rubrics: TECHNICAL CYBERNETICS
Authors:
Type:
Article
Pages:
from 119
to 122
Status:
Published
Received:
24.12.2021
Accepted:
06.01.2023
Published:
12.01.2022
Subject area:
GRNTI 28.01 Общие вопросы кибернетики
Language:
Russian
Keywords:
First order reactions, differential equations, first integral, stationary state, direct Lyapunov method
Abstract (English):
The article discusses reversible first-order reactions. A system of differential equations is written. First integral and stationary state found. Using Lyapunov's direct method, stationary stability was investigated
The article discusses reversible first-order reactions. A system of differential equations is written. First integral and stationary state found. Using Lyapunov's direct method, stationary stability was investigated
Keywords:
First order reactions, differential equations, first integral, stationary state, direct Lyapunov method
First order reactions, differential equations, first integral, stationary state, direct Lyapunov method
1. Vol'ter B.V. Ustoychivost' rezhi-mov raboty himicheskih reaktorov / Vol'ter B.V., Sal'nikov I.E. – Moskva: "Himiya", 1981. – 200 s.
2. Merkin D.R. Vvedenie v teoriyu ustoychivosti dvizheniya / Merkin D.R. – Moskva: "Nauka", 1987. – 304 s.
