2011
DOI: 10.1103/physrevb.84.159902
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Erratum: Second-order piezoelectricity in wurtzite III-N semiconductors [Phys. Rev. B84, 085211 (2011)]

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Cited by 28 publications
(41 citation statements)
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“…(5)] is by far the most important contribution to the total average polarization. An alternative approach to calculate polarization-related quantities in group-III nitrides has been recently presented by Pal et al [10]. While Pal's approach is in good agreement with other literature values, significantly lower spontaneous polarization values are found.…”
Section: Local Polarization In Ingan Alloyssupporting
confidence: 57%
“…(5)] is by far the most important contribution to the total average polarization. An alternative approach to calculate polarization-related quantities in group-III nitrides has been recently presented by Pal et al [10]. While Pal's approach is in good agreement with other literature values, significantly lower spontaneous polarization values are found.…”
Section: Local Polarization In Ingan Alloyssupporting
confidence: 57%
“…Non-linearity has instead been recognized to have a significant magnitude in ZB III-V [65][66][67] WZ III-N [68,69] and ZnO [70] semiconductors. However, in the WZ crystal phase, for some III-V semiconductors, second-order PZCs have not yet been reported, making it difficult to assess the influence of non-linear piezoelectricity in NWs and CSNWs.…”
Section: Piezoelectricity In Iii-vsmentioning
confidence: 97%
“…Figure 7 shows that the internal field strength is expected to increase from 2.47 to 2.56 MV cm À1 ($4% increase) and from 4.54 to 4.70 MV cm À1 ($4% increase) for the blue and green LED, respectively, as pressure is increased from ambient conditions to 10 kbar where we have used e b ¼ 10 and obtain e w(blue) ¼ 10.7 and e w(green) ¼ 11.4 using Vegard's law with e InN ¼ 15.3 [22]. It also worth noting that if one used the linear model of piezoelectricity of Bernardini and Fiorentini [23] then the internal field strength would instead present a decrease from 1.53 to 1.51 MV cm À1 ($2% decrease) and from 2.76 to 2.72 MV cm À1 ($2% decrease) for the blue and green LED, respectively.…”
Section: Originalmentioning
confidence: 99%
“…Figure 6 shows the calculated change in polarization in the wells and barriers for the blue and green LEDs as hydrostatic pressure is applied. Non-linear piezoelectric coefficients from Pal et al [22] are used in this calculation, as opposed to the linear theory of Bernardini and Fiorentini [23] as the second-order piezoelectricity plays a significant role and will therefore lead to a more accurate determination of the polarization strength.…”
Section: Originalmentioning
confidence: 99%