2008
DOI: 10.1016/j.surfcoat.2008.06.136
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Uniformity of 500-mm cylindrical plasma source sustained with multiple low-inductance antenna units

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Cited by 5 publications
(5 citation statements)
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“…To better describe the degree of the plasma uniformity, a plasma non-uniformity factor μ is defined as the following expression [36,44] where n e,max , n e,min and n e,mean respectively represent the maximum, minimum, and mean values of the plasma density in the region from the reactor center (r=0 cm) to the radial position (r=18 cm). The region is selected a bit smaller than the electrode radius because the plasma density at the radial edge is influenced by the geometry of the electrode.…”
Section: Methods Of Improving the Plasma Uniformitymentioning
confidence: 99%
“…To better describe the degree of the plasma uniformity, a plasma non-uniformity factor μ is defined as the following expression [36,44] where n e,max , n e,min and n e,mean respectively represent the maximum, minimum, and mean values of the plasma density in the region from the reactor center (r=0 cm) to the radial position (r=18 cm). The region is selected a bit smaller than the electrode radius because the plasma density at the radial edge is influenced by the geometry of the electrode.…”
Section: Methods Of Improving the Plasma Uniformitymentioning
confidence: 99%
“…This phenomenon will become more severe under the condition of higher input power and higher gas pressure [13]. To solve the problem, researchers had done a lot of work, and numerous articles had been published experimentally in the past decades [20][21][22][23][24][25][26][27][28]. Bang et al [20] designed a dual-frequency ICP configuration by installing 13.56 MHz and 400 kHz antenna at the center and edge of the chamber, and measured the radial distribution of plasma density.…”
Section: Introductionmentioning
confidence: 99%
“…In the experiment of Kim et al [22], they installed an additional cylindrical ICP source at the center of the ferrite enhanced ICPs, and found that the uniform plasma density distributions were achieved through a simultaneous discharge of the cylindrical ICP and the ferrite enhanced ICPs (cylindrical ICP+Ferrite ICPs). Besides, Setsuhara and Takenaka et al [23,28] adopted multiple low-inductance antenna units to sustain the discharge in a 500 mm cylindrical plasma source. Other methods about innovation of discharge device in cylindrical ICP can also be found everywhere [24][25][26][27].…”
Section: Introductionmentioning
confidence: 99%
“…[52] As shown in Figure 13, the plasma non-uniformity decreases obviously from 69.1 to 47.4% in the case of a fixed HF power of 835.2 W and varying the LF power from 0 to 2001.4 W. The improvement of plasma uniformity by using a DF discharge can be attributed to the combined effects of non-uniformly distributed neutral gas density resulting from gas heating and the superimposed electric field effects of HF + LF in the plasma boundary. [52] As shown in Figure 13, the plasma non-uniformity decreases obviously from 69.1 to 47.4% in the case of a fixed HF power of 835.2 W and varying the LF power from 0 to 2001.4 W. The improvement of plasma uniformity by using a DF discharge can be attributed to the combined effects of non-uniformly distributed neutral gas density resulting from gas heating and the superimposed electric field effects of HF + LF in the plasma boundary.…”
mentioning
confidence: 99%
“…In order to confirm the effect of the LF discharge on plasma uniformity, the plasma non-uniformity degree is defined as = (n max − n min )/(n max + n min ) × 100%, where n max and n min represent the maximum and minimum values of the plasma density in the evaluation area, respectively. [52] As shown in Figure 13, the plasma non-uniformity decreases obviously from 69.1 to 47.4% in the case of a fixed HF power of 835.2 W and varying the LF power from 0 to 2001.4 W. The improvement of plasma uniformity by using a DF discharge can be attributed to the combined effects of non-uniformly distributed neutral gas density resulting from gas heating and the superimposed electric field effects of HF + LF in the plasma boundary. Gas heating is an important issue in the analysis of plasma behaviour, especially for high-power RF discharges, and it has been studied elsewhere.…”
mentioning
confidence: 99%