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optimizationCultivar (cultivated variety)
Abstract. The paper deals with linear circuits synthesis with periodic parameters. It was proved that the time-varying voltages and currents of inner branches of such circuits can be calculated using linear recursive equations with periodic coefficients if signals on port are given. The stability theorem of periodic solution was formulated. Hereby described the synthesis problems appear when compensation of power supply systems is considered. Key words: periodically time-varying networks, synthesis, optimization, stability. 1
In this paper dynamic exponent-based electronics is introduced as a good candidate for overcoming so...
Abstract—The use of finite-dimensional linear time-invariant controllers for the stabilization of pe...
In this brief, we will study the computation of transient solutions of a class of piecewise-linear (...
The dynamics of circuits in power electronics may often be modelled by means of systems of linear di...
Steady-state methods have been devised to compute periodic wave-forms without having to integrate th...
Abstract—Nonlinear systems and circuits, while required for many applications, presently require a d...
In this article, the linear dynamic analysis of AC generators modeled as RLC circuits with periodica...
This paper addresses the stability analysis and stabilization problems for periodically switched lin...
Abstract. We give a survey of computational algorithms derived in a series of papers for solution of...
This paper describes an approach to determine the Floquet exponents and the related eigenfunctions o...
This paper addresses the stability analysis and stabilization problems for periodically switched lin...
Variable-structure piecewise-linear nonlinear dynamic feedback systems emerge frequently in power el...
A key issue for power electronic converters is the ability to tackle periodic signals in electrical ...
Adequate mathematic apparatus of time varying circuit is the system of two linear differential equat...
The purpose of this paper is to analyse inherent design limitations associated with systems that are...
In this paper dynamic exponent-based electronics is introduced as a good candidate for overcoming so...
Abstract—The use of finite-dimensional linear time-invariant controllers for the stabilization of pe...
In this brief, we will study the computation of transient solutions of a class of piecewise-linear (...
The dynamics of circuits in power electronics may often be modelled by means of systems of linear di...
Steady-state methods have been devised to compute periodic wave-forms without having to integrate th...
Abstract—Nonlinear systems and circuits, while required for many applications, presently require a d...
In this article, the linear dynamic analysis of AC generators modeled as RLC circuits with periodica...
This paper addresses the stability analysis and stabilization problems for periodically switched lin...
Abstract. We give a survey of computational algorithms derived in a series of papers for solution of...
This paper describes an approach to determine the Floquet exponents and the related eigenfunctions o...
This paper addresses the stability analysis and stabilization problems for periodically switched lin...
Variable-structure piecewise-linear nonlinear dynamic feedback systems emerge frequently in power el...
A key issue for power electronic converters is the ability to tackle periodic signals in electrical ...
Adequate mathematic apparatus of time varying circuit is the system of two linear differential equat...
The purpose of this paper is to analyse inherent design limitations associated with systems that are...
In this paper dynamic exponent-based electronics is introduced as a good candidate for overcoming so...
Abstract—The use of finite-dimensional linear time-invariant controllers for the stabilization of pe...
In this brief, we will study the computation of transient solutions of a class of piecewise-linear (...
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