2017
DOI: 10.3389/fphy.2017.00027
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Density Measurements in Low Pressure, Weakly Magnetized, RF Plasmas: Experimental Verification of the Sheath Expansion Effect

Abstract: This experimental study shows the validity of Sheridan's method in determining plasma density in low pressure, weakly magnetized, RF plasmas using ion saturation current data measured by a planar Langmuir probe. The ion density derived from Sheridan's method which takes into account the sheath expansion around the negatively biased probe tip, presents a good consistency with the electron density measured by a cylindrical RF-compensated Langmuir probe using the Druyvesteyn theory. The ion density obtained from … Show more

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Cited by 8 publications
(7 citation statements)
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“…where c is the speed of light in cm s −1 and n is the plasma density in cm −3 . Figure 5 shows the calculated RF skin depth for the standard and z ext = 0 cm cases found using equation (2) and the radial plasma density obtained using an uncompensated Langmuir probe and Sheridan's method [20,21]. The figure shows that the RF skin depth is very similar between the two cases and has a minimum closer to the centre of the source, increasing radially with decreasing plasma density.…”
Section: Discussionmentioning
confidence: 92%
“…where c is the speed of light in cm s −1 and n is the plasma density in cm −3 . Figure 5 shows the calculated RF skin depth for the standard and z ext = 0 cm cases found using equation (2) and the radial plasma density obtained using an uncompensated Langmuir probe and Sheridan's method [20,21]. The figure shows that the RF skin depth is very similar between the two cases and has a minimum closer to the centre of the source, increasing radially with decreasing plasma density.…”
Section: Discussionmentioning
confidence: 92%
“…This method treats the energy of an incident ion population separately to its density, and the calibration of the density measurement can therefore be treated independently of the velocity. Calibration with a Langmuir probe using Sheridan's analysis 31,32 at a stationary location in the plasma (z ¼ À25 cm) must still be undertaken because the current measurement has not been adjusted for effects like the transmission factor of the biased grids or the acceptance angle of the RFEA, for example; however, these effects are assumed to be consistent across measurements with the same RFEA and can be accounted for through calibration. For a radialfacing RFEA, only one population of ions is expected and…”
Section: Drifting Maxwellians Methodsmentioning
confidence: 99%
“…Figure 3(d) shows the theoretical prediction of sheath potential according to Equation(1) and Equation(10). Particularly, the black curve in Figure3(d)is exactly the emissive sheath potential predicted by Hobbs, serving as a benchmark for the code validity.…”
mentioning
confidence: 79%
“…A sheath becomes emissive due to surface emission processes, including secondary electron emission (SEE), backscattering, field emission, thermionic emission, photoemission, etc. Emissive sheath widely appears in confined laboratory plasmas and plays a vital role in numerous industrial plasma applications such as plasma processing, electric proportion, plasma diagnostics, plasma source and many others (1)(2)(3)(4). The present research focuses on the algorithms to implement the interactions between plasma and dielectric surface in the kinetic simulation and the underlying sheath physics.…”
Section: Introductionmentioning
confidence: 99%