1970
DOI: 10.1063/1.1659109
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Activation Energy of Holes in Zn-Doped GaAs

Abstract: Z6 The explanation that similar, hexagonal-shaped terraces, found on the etched (0001) cadmium face of bulk CdS are due to a deviation of the surface orientation from the basal plane (e.g., Ref. 19) could not be substantiated for the present samples.The Hall effect and resistivity have been measured as a function of temperature for lightly Zn-doped GaAs of better quality than previously available. Analysis of the Hall coefficient data yields activation energies which change with doping level. These results, al… Show more

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Cited by 62 publications
(9 citation statements)
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“…We can see that our proposed model provide a good agreement in a wide range of temperatures for different compensation ratios and doping concentrations. In Figure 3 a similar comparison between theoretically calculated (Hill, 1969) and GA predicted data have been made for the low‐field electron mobility vs the electron concentration at T =77 K. The proposed approximations provide rather good agreement with available data for the GaAs electron mobility.…”
Section: Simulation Results and Discussionsupporting
confidence: 68%
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“…We can see that our proposed model provide a good agreement in a wide range of temperatures for different compensation ratios and doping concentrations. In Figure 3 a similar comparison between theoretically calculated (Hill, 1969) and GA predicted data have been made for the low‐field electron mobility vs the electron concentration at T =77 K. The proposed approximations provide rather good agreement with available data for the GaAs electron mobility.…”
Section: Simulation Results and Discussionsupporting
confidence: 68%
“…The best founded values by GA have been listed below: Equation 11 Predictive property of the GA‐optimized mobility model has been validated by comparison with the experimental and modeling data set. Figure 1 shows the low‐field electron motility (model from Lancefield et al (1987)) as a function of the electron concentration along with the estimated electron mobility using GA at different compensation ratios for T =300 K. Figure 2 shows a good agreement between the experimental electron mobility (Hill, 1969) as function of temperature and predicted electron mobility by the GA model. We can see that our proposed model provide a good agreement in a wide range of temperatures for different compensation ratios and doping concentrations.…”
Section: Simulation Results and Discussionmentioning
confidence: 75%
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“…In bulk GaAs the holes mobility above 200 K is dominated by lattice scattering: lat ( ) = 0 (297 K/ ) , where 0 and = 2.3 are constants [26,27], as well as by ionized impurity scattering ii [28]. The Matthiessen rule [ ( )] −1 = [ lat ( )] −1 + [ ii ] −1 can be applied in order to found the total holes mobility ( ) [26][27][28]. Therefore the electrical resistivity can be approximately expressed by [29]…”
Section: Resultsmentioning
confidence: 99%
“…27 This behavior is the same as the one in the insulating region of the non-magnetic accepter-doped p-type GaAs. 29 The Fermi level behavior in the paramagnetic region is caused by the screening effect due to the heavy Mn doping, which makes the IB position close to the VB. On the other hand, E F increases as x increases in the ferromagnetic GaMnAs with x > 1%, which means that the Fermi level moves away from the VB.…”
mentioning
confidence: 99%