ORGANIZATION OF METROLOGICAL ASSURANCE ON THE KAMCHATKA SEISMIC NETWORK
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2018, Vol 4, Issue
Abstract
The regional network of seismic stations in Kamchatka provides continuous observations of the seismicity of the Kamchatka region and the fulfillment of tasks within the framework of the Emergency Seismic Reporting Service, Tsunami Warning Service and seismic monitoring of volcanoes in order to predict eruptions and monitor their condition. A brief description of calibration methods and organization of the metrology data structure at seismic stations in Kamchatka are presented.
Authors and Affiliations
Yuri Shevchenko
INITIAL VALUE PROBLEM FOR FRACTIONAL ORDER EQUATION WITH CONSTANT COEFFICIENTS
In this paper we construct an explicit representation of the solution of the Cauchy problem for ordinary differential equation of fractional order with Dzhrbashyan-Nersesyan operators.
A MODIFIED BOUNDARY ELEMENT METHOD FOR SOLVING VIBRATION OF PLATES
This work is devoted to developing algorithms for the solution of wave problems in mathematical physics on the basis of the boundary element method (BEM). The main advantages of the boundary element method is reduced to...
TO THE QUESTION OF THE USE OF MARKOV MODEL DEGRADATION IN THE DIAGNOSIS TECHNICAL SYSTEMS
The question of the coincidence of estimates of reliability parameters with their true values is considered, when planning maintenance and determining estimates of the reliability parameters of operated systems. The main...
ABOUT THE A PRIORI ESTIMATE FOR SOLUTION OF TRICOMI PROBLEM FOR THE LAVRENTIEV-BITSADZE EQUATION
The theorem about the a priori estimate for the solution of Tricomi problem for Lavrentiev-Bitsadze equation is proved. From this theorem, in particular, follows the uniqueness of a regular solution of the investigated p...
METHOD OF LINES SOLUTION FOR SOLUTION OF THE FIRST BOUNDARY VALUE PROBLEM FOR DIFFUSION EQUATION OF FRACTIONAL ORDER
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.