This paper presents a generalized formulation of the periodic steady-state analysis for oscillators. The new formulation finds the value of a circuit parameter that results in a desired oscillation frequency for the circuit. Numerical methods based on the time-domain finite difference and shooting methods, and the frequency-domain harmonic balance method are described. Comparisons with search-based methods demonstrate the efficacy of the new approach
Abstract — A harmonic balance (HB) method to analyze the steady-state response of free-running oscil...
Steady-state methods have been devised to compute periodic wave-forms without having to integrate th...
Analysis of oscillator circuits is very important for de-signing communication circuits. In particul...
A common problem in the simulation of electric circuits for RF (Radio Frequency) applications is fin...
International audienceThis article presents a practical and effective method to analyze the steady s...
In this paper, we present a new gauge technique for the Newton Raphson method to solve the periodic ...
Periodic steady-state analysis plays an important role in both theoretical topics and numerical simu...
The main aim of consideration is to find relations for direct determination in time domain of period...
This paper investigates an algorithm for finding steady-states in electromechanical systems for the ...
This paper describes an algorithm for finding steady states in AC machines for the cases of their tw...
Coordinated Science Laboratory was formerly known as Control Systems LaboratoryJoint Services Electr...
Graduation date: 2006The focus of this work is on developing algorithms for frequency domain\ud stea...
In the preceding paper a new method of analyzing nonlinear periodic oscillations was proposed. In th...
This paper presents the improved methodology for the direct calculation of steady-state periodic sol...
This paper proposes the usage harmonic balance method to find the steady state solution on memristiv...
Abstract — A harmonic balance (HB) method to analyze the steady-state response of free-running oscil...
Steady-state methods have been devised to compute periodic wave-forms without having to integrate th...
Analysis of oscillator circuits is very important for de-signing communication circuits. In particul...
A common problem in the simulation of electric circuits for RF (Radio Frequency) applications is fin...
International audienceThis article presents a practical and effective method to analyze the steady s...
In this paper, we present a new gauge technique for the Newton Raphson method to solve the periodic ...
Periodic steady-state analysis plays an important role in both theoretical topics and numerical simu...
The main aim of consideration is to find relations for direct determination in time domain of period...
This paper investigates an algorithm for finding steady-states in electromechanical systems for the ...
This paper describes an algorithm for finding steady states in AC machines for the cases of their tw...
Coordinated Science Laboratory was formerly known as Control Systems LaboratoryJoint Services Electr...
Graduation date: 2006The focus of this work is on developing algorithms for frequency domain\ud stea...
In the preceding paper a new method of analyzing nonlinear periodic oscillations was proposed. In th...
This paper presents the improved methodology for the direct calculation of steady-state periodic sol...
This paper proposes the usage harmonic balance method to find the steady state solution on memristiv...
Abstract — A harmonic balance (HB) method to analyze the steady-state response of free-running oscil...
Steady-state methods have been devised to compute periodic wave-forms without having to integrate th...
Analysis of oscillator circuits is very important for de-signing communication circuits. In particul...