METHOD OF LINES SOLUTION FOR SOLUTION OF THE FIRST BOUNDARY VALUE PROBLEM FOR DIFFUSION EQUATION OF FRACTIONAL ORDER
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2016, Vol 4, Issue
Abstract
In the paper we study the first boundary value problem for the diffusion equation of fractional order. A solution in its difference form is obtained by the method of lines.
Authors and Affiliations
Sakinat Gekkieva, Batyr Kerefov
BOUNDARY VALUE PROBLEM FOR A LOADED EQUATION ELLIPTIC-HYPERBOLIC TYPE IN A DOUBLY CONNECTED DOMAIN
We study the existence and uniqueness of the solution of one boundary value problem for the loaded elliptic-hyperbolic equation of the second order with two lines of change of type in double-connected domain. Similar res...
MONITORING OF SEDIMENTARY ROCK GEOACOUSTIC EMISSION BY A LASER STRAINMETER-INTERFEROMETER AND BY A THREE-COMPONENT PIEZOELECTRICAL SEISMOMETER
The results of complex geodeformation observations in Kamchatka are presented. A laser strainmeter-interferometer (developed at IKIR FEB RAS) and a three-component piezoelectrical seismometer, constructed by ZAO “Geoakus...
THE CHARACTERISTIC PROBLEM FOR THE SECOND-ORDER HYPERBOLIC EQUATION LOADED ALONG ONE OF ITS CHARACTERISTICS
In this paper, we consider the Goursat problem for a loaded hyperbolic equation with the wave operator in the principal part. We prove the uniqueness and existence of solution for the problem under study, and give the so...
CREATION OF THE DISTRIBUTED COMPUTING SYSTEM
In this article, the problem of using distributed computing systems for solving global projects of simulation simulation and mathematical calculations is considered. Also, in the historical example, the use of BOINC dist...
DUFFING OSCILLATOR WITH AN EXTERNAL HARMONIC IMPACT AND DERIVED VARIABLES FRACTIONAL RIEMANN-LIOUVILLE, IS CHARACTERIZED BY VISCOUS FRICTION
The paper suggested a generalization of Duffing oscillator with viscous friction hereditarity, which is represented by the operator of fractional order derivative of the variable in the Riemann-Liouville. Built explicit...