1999
DOI: 10.1051/jp4:19998135
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Phase and surface roughness evolution for as-deposited LPCVD silicon films

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Cited by 8 publications
(8 citation statements)
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“…As can be seen from Figure 2 and Table II, there is a minimum in the asperity density, height, and roughness at 550°C and a drastic increase at 560°C. This is in agreement with Cobianu et al 25 who found a minimum in roughness at a deposition temperature of 550°C. They showed, using an x-ray diffraction technique, the presence of a polycrystalline stage in as-deposited films that were deposited at a temperature below or above 550°C, but not in films that were deposited at 550°C.…”
Section: Amorphous Silicon Surface Morphology As a Function Of Deposisupporting
confidence: 91%
“…As can be seen from Figure 2 and Table II, there is a minimum in the asperity density, height, and roughness at 550°C and a drastic increase at 560°C. This is in agreement with Cobianu et al 25 who found a minimum in roughness at a deposition temperature of 550°C. They showed, using an x-ray diffraction technique, the presence of a polycrystalline stage in as-deposited films that were deposited at a temperature below or above 550°C, but not in films that were deposited at 550°C.…”
Section: Amorphous Silicon Surface Morphology As a Function Of Deposisupporting
confidence: 91%
“…In our previous papers [6], [7], [8], [9], we have presented the kinetic results and the associated structural and morphological properties for the as-deposited LPCVD films prepared in a large range of deposition conditions (deposition pressure of 20-100 Pa and the deposition temperature ranging from 500-615" C). Now, we shall study the effect of the low temperature Nz annealing (600°C) on the physical properties of the LPCVD Si films.…”
Section: Results and Disscusionsmentioning
confidence: 99%
“…These methods will show the structural and morphological differences appeared in the annealed LPCVD Si film with respect to the asdeposited state o f . the same film [6].The crystallite size was determined using the single line analysis method from linewidth (full width at half maximum) by applying the DebyeScherrer formulae D = 0.9 A/(B cose) where h = 0.0710 nm (MO K, radiation), 8 is the Bragg diffraction angle and B is the linewidth at half maximum.…”
Section: Methodsmentioning
confidence: 99%
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