An attempt is made to use the data of monitoring of electromagnetic precursors of earthquakes for reconstructing the time dynamics of some characteristics of the medium in the regions under observation. The results obtained show that, although the data are designed for…
An inverse problem to determine the location of acting equivalent forces to geodetic data on the surface of the Earth's crust is considered within the framework of the quasistatic model for the elastic isotropic half-space with the sources of point type. It uses the data of monitoring for…
A physical-mathematical model and approaches to the measurement of the integral earthquake precursor proposed in the form of a theoretical scheme are developed by authors in previous papers. This model can probably reduce the acuteness of contradictions which often take place between precursors of…
The present paper is an attempt to develop a technology of fertilizer production with optimal output of nutrients (humates, macro- and microelements) on the basis of physical-mathematical simulation using vibroaction. An empirical formula relating the basic technological parameters, such as the…
The formulas for calculation the displacement of an elastic porous body, strains and pressure for simple forces using the Galerkin vector are obtained.
This paper describes a numerical method for the solution to the inverse problem for the equations of electromagnetoelasticity. We consider the case when electromagnetic waves are generated by elastic deformations. At the same time, we neglect the reverse influence of the electromagnetic field on the…
In this paper, a technique for estimating diverse physical properties of bottom deposits is discussed. The methodology is based on the evaluation of reflection coefficients of stratigraphic boundaries using the amplitudes of bottom and multiple acoustic reflectors by the so-called quotient method in…
When solving the forward seismic problems in inhomogeneous media it appeared effective to use algorithms based on a combination of finite integral Fourier, Fourier-Bessel or Legendre transforms along one or two spatial coordinates with the finite difference technique along the remaining coordinate…
This paper is the latest version of the numerical-analytical algorithm for solving the forward seismic problem and migration. The main concept of the algorithm is in splitting of 2D and 3D seismic problems to a series of 1D problems with the help of the finite integral Fourier, Fourier-Bessel or…
The paper presents an algorithm of domain decomposition when solving the forward dynamic seismic problem in the polar coordinate system. The new algorithm is based on combination of the method of direct and of finite integral Fourier transforms. As seen from the studies conducted, if on some sites…
Rational utilization of raw materials and effective control of their use calls for creation of computer data banks on the state of natural resources. The necessity of creation of a data bank on peats is obvious.
First, Russia occupies a highly important place in the world's resources of peat. The…
Differences and regularities of the behavior of quartz under the action of the both methods make it possible to conclude that vibroaction is a promising and highly effective method of activation of substances. It allows (given the deformation of the structure is small without reconstruction) a…
The paper is devoted to reconstruction of the movement of the ocean bottom when the water elevation is known at the finite set of points. For this ill-posed problem the technique using r-solutions is suggested; it is based on the singular value decomposition of the compact operator. The dependence…