Begell House Inc.
Journal of Automation and Information Sciences
JAI(S)
1064-2315
48
8
2016
Retrospective Identification Problem in Integrated Form for Systems of Filtration– Consolidation of Compressible Media of Liquid Contained Microporous Particles
1-13
10.1615/JAutomatInfScien.v48.i8.10
Mikhail R.
Petryk
Ivan Puluj Ternopol National Technical
University, Ternopol
retrospective identification problem
compressible media
residual functional
liquid flow change
gradient method
The retrospective and limited identification problems in integrated form of the systems of filtration–consolidation in compressible media of microporous particles using the residual functional, taking into account the total liquid flow change on the observation surface are formulated. Highly productive methods of identification problems realization in integrated form based on the analytical solutions of the direct problems are proposed. Explicit analytical expressions of components of residual functional gradients for identifying model conditions parameters by the gradient methods are obtained.
Geo-referencing of a Ground Object Using Inexact Space Snapshots
14-22
10.1615/JAutomatInfScien.v48.i8.20
Alexander I.
Tkachenko
International Research and Training Center of Information Technologies and Systems of National Academy of Sciences of Ukraine and Ministry of Education and Science of Ukraine, Kyiv
Earth research from space
geo-referencing problem
unknown point surface facility
space imaging
inexact space snapshots
in-flight geometric calibration
A geo-referencing method for an isolated ground object using results of space imaging without previous in-flight geometric calibration of spacecraft's optical-electronic complex is proposed. The equations of the geo-referencing directly take into account indefiniteness of mutual attitude of onboard
imaging camera and star tracker. Such a way may be effective if necessary information for in-flight geometric calibration is inaccessible.
Weight-and-Size Optimization Method for the Layout of Hermetically Sealed Onboard Units of Radioelectronic Equipment
23-36
10.1615/JAutomatInfScien.v48.i8.30
Vladimir N.
Krishchuk
Zaporozhye National Technical University, Zaporozhye
Galina N.
Shilo
Zaporozhye National Technical University, Ukraine
Yulia A.
Lopatka
Zaporozhye National Technical University, Zaporozhye
Nikolay P.
Gaponenko
Zaporozhye National Technical University, Zaporozhye
weight-and-size optimization
hermetically sealed stackable design unit
printed circuit board
temperature distribution
The mathematical models of the weight-and-size and thermal
characteristics of hermetically sealed stackable design units are generated. The relations are obtained for determining the optimal number of printed circuit boards, the distances between the boards and the diameter of the racks. The method of weight-and-size optimization of hermetically sealed stackable design unit is proposed. Temperature distribution simulation in the unit is
carried out by CAE system.
Time-Optimal Problem for Systems with Fractional Dynamics
37-45
10.1615/JAutomatInfScien.v48.i8.40
Ivan I.
Matychyn
V.M. Glushkov Institute of Cybernetics of National Academy of Sciences of Ukraine, Kiev, Ukraine
Victoriya V.
Onyshchenko
State University of Telecommunications,
Kiev
problem of optimal operation speed
linear systems with fractional derivatives
methods of convex analysis
theory of multivalued mappings
optimal controls
sufficient conditions of optimality
examples
Problem of optimal operation speed for linear systems with fractional derivatives in the Riemann–Liouville sense is under consideration. By means of the methods of convex analysis and theory of multivalued mappings we constructed optimal controls and obtained sufficient conditions of optimality. Theoretical results are shown in practice.
Problem of Qualitative Investigation of the Kharitonov Robust Stability of Continuous Systems
46-55
10.1615/JAutomatInfScien.v48.i8.50
Taalaybek A.
Akunov
Saint Petersburg National Research University of Information Technologies, Mechanics and Optics, Saint Petersburg
Sofya A.
Aleksandrova
Saint Petersburg National Research University of Information Technologies, Mechanics and Optics, Saint Petersburg
Olga V.
Slita
Saint Petersburg National Research University of Information Technologies, Mechanics and Optics, Saint Petersburg
Sergey A.
Sudarchikov
Saint Petersburg National Research University of Information Technologies, Mechanics and Optics, Saint Petersburg
Anatoliy V.
Ushakov
St. Petersburg State University of Information Technologies, Mechanics and Optics Russia
development of the Kharitonov method
robust stability
systems with interval parameters
robustly stable processes
virtual multichannel system
the Kharitonov polynomials
examples
Potential of development of the Kharitonov method for investigation of robust stability of systems with interval parameters is considered. Notion of relative interval is used in the research. For visualization of robustly stable processes virtual multichannel system is constructed. For construction of
channels of the virtual system we used the "Kharitonov" polynomials. Theoretical investigations are shown by the examples.
Theory and Methods of Constructing of Modules System of the Perfect Modified Form of the System of Residual Classes
56-63
10.1615/JAutomatInfScien.v48.i8.60
Mikhail N.
Kasianchuk
Ternopol National Economic University, Ternopol
Yaroslav N.
Nykolaychuk
Ternopol National Economic University, Ternopol
Igor Z.
Yakymenko
Ternopol National Economic University, Ternopol
system of the RNS MPF modules
theory and methods of search
inverse element by module
numbers capacity decreasing
consecutive elements of the Fibonacci series
The paper contains the theoretical backgrounds and methods of finding the system of modules of modified perfect form of the system of residual classes, thus reducing the computational complexity by avoiding the most labor-intensive operation − finding the inverse element by module. The proposed theory is presented on examples of a three-modules system and is
a background for the calculation of the modified perfect form of the system of residual classes for the greater number of modules.
On Finding the Right-Hand Sides of Equations of Flexural-Torsional Vibrations of a Bar
64-79
10.1615/JAutomatInfScien.v48.i8.70
Hamlet Farman ogly
Guliyev
Baku State University (Azerbaijan)
Aysel Telman kyzy
Ramazanova
Baku State University, Baku (Azerbaijan)
flexural-torsional vibration
inverse problem
optimal control problem
optimal control theory
The paper studied the inverse problem for equations connected with
flexural-torsional vibrations of a bar. This problem is reduced to an optimal control problem and studied by the methods of optimal control theory. The necessary and sufficient optimality condition is proved.
On the Construction of the Optimal Control for a Linear Third Order Equation with a Quadratic Quality Criterion Using the Method of Moments
80-88
10.1615/JAutomatInfScien.v48.i8.80
Mekhriban Mamed kyzy
Yaqubova
Baku State University, Baku (Azerbaijan)
partial differential equations of not classical types
linear third order equation
optimal control construction
quadratic quality criterion
moments method
For the processes, described by the initial-boundary value problem for a linear partial differential equation of the third order the optimal control is constructed using the method of moments. In addition, at first it is obtained the representation of the solution of the initial-boundary value problem by the method of separation of variables. Further, applying the method of moments, it is constructed an optimal control in the form of the double row and the convergence of this row is proved.