BIFURCATIONS IN NONLINEAR DYNAMIC MODELS OF A GAS POOL AND AN UNDERGROUND GAS STORAGE FACILITY

Cite this article as:

Chernykh . А. BIFURCATIONS IN NONLINEAR DYNAMIC MODELS OF A GAS POOL AND AN UNDERGROUND GAS STORAGE FACILITY. Izvestiya VUZ. Applied Nonlinear Dynamics, 2007, vol. 15, iss. 5, pp. 95-105. DOI: https://doi.org/10.18500/0869-6632-2007-15-5-95-105

The development of a gas pool and operation of an underground gas storage facility are studied as dynamic systems with use of concepts and terms of nonlinear dynamics. For the ﬁrst time bifurcation diagrams have been constructed for nonlinear dynamic models of a gas pool and an underground gas storage facility. Stability conditions of the processes of the gas pool development and of the underground gas storage facility functioning have been studied.

Authors:

Chernykh V. А., Федеральное государственное бюджетное учреждение науки «Институт проблем нефти и газа РАН», Адрес: 119333 Москва, ул.Губкина, 3 Телефон: (499) 135 73 71 , vict@gazsvyz.ru

Key words:

DOI:

10.18500/0869-6632-2007-15-5-95-105

Journal issue:

NONLINEAR EFFECTS IN ENSEMBLES OF OSCILLATORS WITH RESOURCE DISTRIBUTION COUPLING Part 1: Dynamical regimes of blood ﬂow autoregulation in vascular nephron tree,

Heading:

Nonlinear Dynamics in Action

Status:

одобрено к публикации

Short Text (PDF):

a2007no5p095.doc_.pdf

Full Text (PDF):

2007no5p095.pdf

BibTeX

@article{Черных-IzvVUZ_AND-15-5-95,
author = { V. А. Chernykh},
title = {BIFURCATIONS IN NONLINEAR DYNAMIC MODELS OF A GAS POOL AND AN UNDERGROUND GAS STORAGE FACILITY},
year = {2007},
journal = {Izvestiya VUZ. Applied Nonlinear Dynamics},
volume = {15},number = {5},
url = {https://old-andjournal.sgu.ru/en/articles/bifurcations-in-nonlinear-dynamic-models-of-gas-pool-and-underground-gas-storage-facility},
address = {Саратов},
language = {russian},
doi = {10.18500/0869-6632-2007-15-5-95-105},pages = {95--105},issn = {0869-6632},
keywords = {-},
abstract = {The development of a gas pool and operation of an underground gas storage facility are studied as dynamic systems with use of concepts and terms of nonlinear dynamics. For the ﬁrst time bifurcation diagrams have been constructed for nonlinear dynamic models of a gas pool and an underground gas storage facility. Stability conditions of the processes of the gas pool development and of the underground gas storage facility functioning have been studied. }}