2016
DOI: 10.1109/tps.2016.2577634
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Modeling and Identification of Electrical Parameters of Positive DC Point-to-Plane Corona Discharge in Dry Air Using RLS Method

Abstract: In this paper, we present a contribution to the electrical modeling of positive dc point-to-plane corona discharges in dry air (20%O 2 and 80%N 2 ) at atmospheric pressure. The electrical equivalent circuit of the proposed model is regarded as a variable resistor in series with a variable capacitor. The evolutions of the electrical parameters are obtained using a mathematical method of identification based on the recursive least squares algorithm. For the same experimental conditions, the comparison between th… Show more

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Cited by 15 publications
(20 citation statements)
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“…where U (z) is the z-th output of the system, U (z-i) is the (zi)-th output of the system, I (z) is the z-th input of the system, I (z-i) is the (z-i)-th input ϕ T (z) andθ z are obtained by discretizing the experimental input and output observation matrix ϕ T (k) in Eq. (19) and the parameter matrix θ of the equivalent circuit to be identified in the supercapacitor cell module, which are expressed as…”
Section: ) Charge and Discharge Branchmentioning
confidence: 99%
See 1 more Smart Citation
“…where U (z) is the z-th output of the system, U (z-i) is the (zi)-th output of the system, I (z) is the z-th input of the system, I (z-i) is the (z-i)-th input ϕ T (z) andθ z are obtained by discretizing the experimental input and output observation matrix ϕ T (k) in Eq. (19) and the parameter matrix θ of the equivalent circuit to be identified in the supercapacitor cell module, which are expressed as…”
Section: ) Charge and Discharge Branchmentioning
confidence: 99%
“…Furthermore, in [13], the electrical model based on parameter optimization of passive electrical circuit is proposed. The existing parameter identification methods of the supercapacitor cell model include circuit analysis method [14], binary quadratic equation fitting method [15], least squares method [16], particle swarm algorithm [17], [18], recursive least squares method [19], etc. It is relatively simple to identify model parameters by the circuit analysis method, which is of clear physical meaning, and meets the actual engineering application, and requires less experimental equipment, but the identification accuracy is not high.…”
Section: Introductionmentioning
confidence: 99%
“…Online parameter identification is currently used in many applications, and it mainly includes recursive least square [18,19], model reference adaptive system [20,21], extended Kalman filter [22,23]. The authors of [18] and [19] use the least square method (RLS) to identify the parameters of the motor, the identification process of RLS is simple and the amount of calculation is moderate, but it has the problem of data saturation and poor robustness.…”
Section: Introductionmentioning
confidence: 99%
“…Online parameter identification can meet the needs of real-time monitoring of motor parameter changes, and it is one of the hotspots of current research. Traditional online parameter methods mainly include: Extended Kalman filter [9,10], model reference adaptive system [11,12], recursive least squares [13,14], etc. The authors of [9] and [10] propose an extended Kalman filter (EKF) for parameter identification.…”
Section: Introductionmentioning
confidence: 99%
“…When multiple parameters are required to be identified at the same time, it is difficult to determine an appropriate adaptive law, and the selection of initial parameters has a great influence on the identification accuracy. The application of recursive least squares (RLS) method in [13,14] has the advantages of simplicity and ease of realization for motor parameter identification, but RLS needs to process a large amount of data and is prone to data saturation problems. In addition, the linear parameter model requires derivation during simplification and approximation, and noise will have a greater impact on the derivation result, which leads to poor identification accuracy and robustness.…”
Section: Introductionmentioning
confidence: 99%