RADIATION VALUES AS TRACERS/INDICATORS OF EXTREMAL PHENOMENA AT THE TERRITORY OF WEST SIBERIA
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2016, Vol 1, Issue
Abstract
The results of the monitoring of agreed variations of radiation values on time scales from the synoptic to an annual were analyzed in this paper. These radiation values can serve as indicators of extremal natural and technogenic phenomena, alone or in a certain set. It is shown that the balance between the main sources of ionizing radiation in the surface atmosphere depends on the time of year, and extremes appear due to processes of melting (formation) of snow cover. A method for determining the optimal set of radiation values, which when synchronous monitoring can be valid and reliable tracers / indicators of extremal natural or man-made phenomena, was developed.
Authors and Affiliations
Petr Nagorskiy, Valentina Yakovleva, Maksim Cherepnev, Grigoriy Yakovlev
SPECTRAL PROBLEMS FOR THREE-DIMENSIONAL ELLIPTIC EQUATIONS WITH SINGULAR COEFFICIENTS
The eigenvalues and eigenfunctions of two boundary value problems for three-dimensional equations of elliptic types with singular coefficients with lower terms are found.
ON THE NUMERICAL SOLUTION OF EQUATIONS FRACTAL OSCILLATOR WITH VARIABLE ORDER FRACTIONAL OF TIME
We propose a model of a fractal oscillator with variable fractional order. Received and investigated by numerical solution of the model. The phase trajectory.
CORRELATION ANALYSIS OF STREAMS OF WHISTLERS AND LIGHTNINGS
The sttatistical relationship between whistlers in Kamchatka and thunderstorm activity was studied. Possibility of impact HAARP on stream of whistlers analyzed.
CHARACTERISTIC PATTERNS OF ELECTROMAGNETIC MANIFESTATION OF LITHOSPHERE DYNAMICS
The signals of the lithosphere dynamics with the seismic activity of Kamchatka are compared. Earlier unknown simple repeating waveforms of the electrical component of the electromagnetic field in ELF-SLF range (patterns)...
SOLUTION NONLOCAL EQUATIONS ANOMALOUS DIFFUSION–ADVECTION RADON IN SYSTEM SOIL–ATMOSPHERE
In this paper we consider a nonlocal mathematical model of non-stationary diffusionadvection of radon in the soil-atmosphere system. An analytical solution of this model of traveling wave, which is expressed in terms of...