2015
DOI: 10.1016/j.elstat.2015.05.005
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Improved fictitious charge method for calculations of electric potential and field generated by point-to-plane electrodes

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Cited by 9 publications
(2 citation statements)
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“…The parameters C and R in equation ( 12) are obtained by optimizing the following system of equations: where β=−R+Δt/C, and n is the number of points considered in a RF cycle n=T/Δt, where T is the RF cycle period, and Δt is the step time. The optimal solution of equation ( 14) (n equations with only two unknowns) can be obtained by the optimization with the least squares method for static parameters [33], or by the recursive least squares method for dynamic parameters [34], where the solution is given by the following relationship:…”
Section: Rfmentioning
confidence: 99%
“…The parameters C and R in equation ( 12) are obtained by optimizing the following system of equations: where β=−R+Δt/C, and n is the number of points considered in a RF cycle n=T/Δt, where T is the RF cycle period, and Δt is the step time. The optimal solution of equation ( 14) (n equations with only two unknowns) can be obtained by the optimization with the least squares method for static parameters [33], or by the recursive least squares method for dynamic parameters [34], where the solution is given by the following relationship:…”
Section: Rfmentioning
confidence: 99%
“…In the present CSM-based model, the simulation errors are lowered by using the conventional CSM itself. In the literature [19][20][21][22], it has been demonstrated that optimisation techniques like particle swarm optimisation, genetic algorithm and method of least squares can be adopted to reduce the simulation errors in CSM.…”
Section: Details Of the Csm-based Model Of The Hv Capacitormentioning
confidence: 99%