1994
DOI: 10.1103/physrevb.50.10801
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Thermal-mismatch-strain relaxation in epitaxialCaF2,BaF2/

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Cited by 101 publications
(48 citation statements)
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“…This rapid decrease implies a quite high dislocation mobility at the elevated growth temperatures, which is consistent with the fact that the lead salts are very easily deformable materials. 9 At the same time, we observe a drastic increase of the 10 K carrier mobilities by two orders of magnitude from 2ϫ10 4 cm 2 /V s to above 2 ϫ10 6 cm 2 /V s for layer thicknesses from 1000 Å to 3 m, respectively, which clearly indicates a strong correlation between carrier mobility and TD density in PbTe epitaxial layers. 7 Although semiconductor substrates like Si or GaAs are essentially dislocation-free, misfit dislocation formation in strained-layer heteroepitaxy always leads to a high density of threading dislocations on the surface due to nucleation and multiplication of dislocations.…”
mentioning
confidence: 54%
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“…This rapid decrease implies a quite high dislocation mobility at the elevated growth temperatures, which is consistent with the fact that the lead salts are very easily deformable materials. 9 At the same time, we observe a drastic increase of the 10 K carrier mobilities by two orders of magnitude from 2ϫ10 4 cm 2 /V s to above 2 ϫ10 6 cm 2 /V s for layer thicknesses from 1000 Å to 3 m, respectively, which clearly indicates a strong correlation between carrier mobility and TD density in PbTe epitaxial layers. 7 Although semiconductor substrates like Si or GaAs are essentially dislocation-free, misfit dislocation formation in strained-layer heteroepitaxy always leads to a high density of threading dislocations on the surface due to nucleation and multiplication of dislocations.…”
mentioning
confidence: 54%
“…Figure 3 shows the TD density determined by STM and AFM as a function of layer thickness. With in- creasing layer thickness, the TD density rapidly decreases from above 1.5ϫ10 9 cm Ϫ2 for dϭ1000 Å, to a few times 10 6 cm Ϫ2 for layers of several m in thickness, following roughly a power law dependence with a negative exponent of 1.2 ͑dashed line in Fig. 3͒.…”
mentioning
confidence: 99%
“…There are experimental evidences that this strain induces a movement of dislocations and produces additional defects in this rather elastically soft compound [60].…”
mentioning
confidence: 99%
“…Below the hc, G is negative and the layer remains pseudomorphic. As h increases, the first ter.m in Eqn ( 19) increases faster than the second term. Matthews and Blakeslee assumed that at h = hc, G = 0.…”
Section: M!sfit Strainmentioning
confidence: 99%
“…We write an expression for the total energy of a sample of linear dimension L (L is large so that end effects are negligible) and equate its derivative (with respect to l/L) to 0 to obtain the minimum energy. It can be seen that this leads to exactly the same equations viz., G = 0 for determining hc" Though Eqn ( 17) is not correct, exactly the same expression for hc is obtained by equating to zero the first derivative of the total energy with G =Bhlfmb.I-E; (19) Values of Pc are not known with any certainty, and different values of this parameter have been used bv different workers.…”
Section: Theorymentioning
confidence: 99%