2012
DOI: 10.1016/j.cpc.2012.01.020
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SPIREs: A Finite-Difference Frequency-Domain electromagnetic solver for inhomogeneous magnetized plasma cylinders

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Cited by 30 publications
(22 citation statements)
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“…Figure shows the collisional absorbed power as a function of plasma density for specific plasma parameters (i.e., P = 1 mTorr, B 0 = 50 G, and T e = 3 eV). We found good agreement between our obtained results with those presented by Melazzi et al As evidenced by the curves shown in Figure , the absorbed power increases and the peak value occurs at a lower plasma density as the excitation frequency increases from 6.78 to 27.12 MHz. This can be explained according to the skin depth as described by Chen: ds=()cωp2()1+δ21+1+δ21212, where δ = v / ω and c / ω p is the collisionless skin depth.…”
Section: Resultssupporting
confidence: 91%
“…Figure shows the collisional absorbed power as a function of plasma density for specific plasma parameters (i.e., P = 1 mTorr, B 0 = 50 G, and T e = 3 eV). We found good agreement between our obtained results with those presented by Melazzi et al As evidenced by the curves shown in Figure , the absorbed power increases and the peak value occurs at a lower plasma density as the excitation frequency increases from 6.78 to 27.12 MHz. This can be explained according to the skin depth as described by Chen: ds=()cωp2()1+δ21+1+δ21212, where δ = v / ω and c / ω p is the collisionless skin depth.…”
Section: Resultssupporting
confidence: 91%
“…[54,55] on HP performance and wave structures excited by many types of antenna in uniform and non-uniform density profiles. Simulation codes have been also developed, such as ANTENA2 [56,57]; HELIC [58][59][60], which is an open-source code [61]; and, more recently, SPIREs [62] and ADAMANT [63].…”
Section: Highly Efficient Plasma Production and Its Mechanismmentioning
confidence: 99%
“…The percentage proportion of S h and S N/2 is expressed by Eq. (19). Usually, the number of harmonics (i.e.…”
Section: Analysis Of the Order And Energy Densitymentioning
confidence: 99%
“…Frequency-domain finite difference (FDFD) method [18,19], a numerical method in frequency domain, has been widely used in the electromagnetic fields and shown its clear advantage over the time-domain numerical method in solving the periodic problem in this field or calculating the frequency characteristics of the magnetic field. Xie et al [20] developed a FDFD model of pipe-embedded building envelope and calculated the frequency thermal characteristics of this structure by using this FDFD model.…”
Section: Introductionmentioning
confidence: 99%