Metadata (abstracts and keywords) for the articles in the journal
T. S. Aleroev, A. N. Hvorova A mathematical model for identifying the fractional derivative parameter and predicting the results for the fluid flow equation in the well // Vestnik I. Yakovlev Chuvach State Pedagogical University. Series: Mechanics of a limit state . 2021. № 2(48). p. 72-79
Author(s):
T. S. Aleroev, A. N. Hvorova
Index of UDK:
539.374
DOI:
10.37972/chgpu.2021.48.2.009
Title:
A mathematical model for identifying the fractional derivative parameter and predicting the results for the fluid flow equation in the well
This article discusses the identification of the parameters of a mathematical model based on a differential equation with fractional derivatives. This model is used to describe the steady-state flow in a well in a fractured deformed formation. The considered model can be used in the development of oil fields with fractured reservoirs. The identification of the parameter was carried out by optimizing the quality indicator of the adequacy of the mathematical model the coefficient of determination. The technology for predicting the results of pressures was also presented, for an area in which no experimental measurements were carried out. The proposed technology is accompanied by calculations.
The contact details of authors:
Aleroev Temirkhan Sultanovich,
Professor, Doctor of Physical and Mathematical Sciences, Moscow State University of Civil Engineering, Moscow, Russia.
Hvorova Alla Nikolaevna,
Engineer, Research Institute of Building Constructions (TSNIISK) Named After V. A. Koucherenko, Moscow, Russia
Russian
English