In this article, the linear dynamic analysis of AC generators modeled as RLC circuits with periodically time-varying inductances via Floquet’s theory is considered. Necessary conditions for the dynamic stability are derived. The harmonic balance method is employed to predict the transition curves and stability domains. An approximate expression for the Floquet form of solution is constructed using Whittaker’s method in the neighborhood of transition curves. Numerical verifications for the obtained theoretical results are considered. In accordance with the experimental results, a satisfactory agreement is relatively achieved with the closed experimental literature of the problem
A method for analysis of electric networks with nonlinear and switching components is presented. The...
A steady-state processes in RLC circuit with power sources having incommensurable frequencies is con...
Stability analysis of power-converter-based AC systems poses serious challenges not only because of ...
This paper describes an approach to determine the Floquet exponents and the related eigenfunctions o...
Stability analysis of power converters in AC net¬works is complex due to the non-linear nature of th...
RLC circuits are circuits that contain resistors, inductors, and capacitors, which can exhibit dynam...
A nonlinear detailed model has been constructed for synchronous generators loaded with a rectifier b...
Abstract—The assessment of the stability for periodic solutions is very important for designing the ...
Frequency domain analysis and design of power systems is complicated in the presence of harmonics, s...
In this paper dynamic exponent-based electronics is introduced as a good candidate for overcoming so...
The dynamics of circuits in power electronics may often be modelled by means of systems of linear di...
A general method for the stability analysis of power converters is presented in this paper. The meth...
Abstract. The paper deals with linear circuits synthesis with periodic parameters. It was proved tha...
In this contribution, a stability analysis for a dynamic voltage restorer (DVR) connected to a weak ...
Dynamic translinear circuits explore the exponential relation of transistors as a primitive for the ...
A method for analysis of electric networks with nonlinear and switching components is presented. The...
A steady-state processes in RLC circuit with power sources having incommensurable frequencies is con...
Stability analysis of power-converter-based AC systems poses serious challenges not only because of ...
This paper describes an approach to determine the Floquet exponents and the related eigenfunctions o...
Stability analysis of power converters in AC net¬works is complex due to the non-linear nature of th...
RLC circuits are circuits that contain resistors, inductors, and capacitors, which can exhibit dynam...
A nonlinear detailed model has been constructed for synchronous generators loaded with a rectifier b...
Abstract—The assessment of the stability for periodic solutions is very important for designing the ...
Frequency domain analysis and design of power systems is complicated in the presence of harmonics, s...
In this paper dynamic exponent-based electronics is introduced as a good candidate for overcoming so...
The dynamics of circuits in power electronics may often be modelled by means of systems of linear di...
A general method for the stability analysis of power converters is presented in this paper. The meth...
Abstract. The paper deals with linear circuits synthesis with periodic parameters. It was proved tha...
In this contribution, a stability analysis for a dynamic voltage restorer (DVR) connected to a weak ...
Dynamic translinear circuits explore the exponential relation of transistors as a primitive for the ...
A method for analysis of electric networks with nonlinear and switching components is presented. The...
A steady-state processes in RLC circuit with power sources having incommensurable frequencies is con...
Stability analysis of power-converter-based AC systems poses serious challenges not only because of ...