1994
DOI: 10.1103/physrevb.49.4810
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Streak patterns in low-energy electron diffraction on Si(001)

Abstract: The phase transition of Si(001) has been studied by investigating the temperature dependence of streak patterns in low-energy electron diffraction above the transition temperature. The streak pattern remains up to well above the transition temperature of c(4x 2) to 2 x1. The temperature dependence of the width and the length of the streak cannot be described by a simple two-dimensional Ising system. The result is discussed in terms of effects of a strong anisotropic coupling between adjacent asymmetric dimers,… Show more

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Cited by 79 publications
(28 citation statements)
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“…1͑b͒ by noting that they fade out very slowly with temperature. It has not been possible to reproduce the streaks using Monte Carlo calculations 11 and it is believed 12 that a strong short range order along the dimer rows, induced by the anisotropic displacement of secondlayer atoms, is responsible for the streaks appearing in LEED. Our results suggest that there may be a correlation between the streaks and the surface state that appears 3 eV below E F around J 2 Ј.…”
Section: Resultsmentioning
confidence: 99%
“…1͑b͒ by noting that they fade out very slowly with temperature. It has not been possible to reproduce the streaks using Monte Carlo calculations 11 and it is believed 12 that a strong short range order along the dimer rows, induced by the anisotropic displacement of secondlayer atoms, is responsible for the streaks appearing in LEED. Our results suggest that there may be a correlation between the streaks and the surface state that appears 3 eV below E F around J 2 Ј.…”
Section: Resultsmentioning
confidence: 99%
“…The order-disorder transition is almost complete near T ഠ 200 K [22], which explains why Ds ss ͑T͒ reaches a minimum (maximum surface scattering). To illustrate this point we also show the intensity of the (3͞2, 3͞4) spot in LEED as a function of T͞T c as reported in Ref.…”
mentioning
confidence: 75%
“…To illustrate this point we also show the intensity of the (3͞2, 3͞4) spot in LEED as a function of T͞T c as reported in Ref. [22], which reflects the order parameter of the c͑4 3 2͒ reconstruction. Figure 4 strongly suggests a link between surface-state conductance and structural (dis)order on the surface.…”
mentioning
confidence: 99%
“…While the correspondence of the actual atomic structure to the two-dimensional Ising model is not so straightforward as for the transition between c(4×2) and (2×1) on Si(001) [100][101][102], it is possible to map the (2 √ 2×2 √ 2)R45 • −(2×2) transition onto the Ising model as shown in Fig. 17.…”
Section: Critical Behavior Of the Latticementioning
confidence: 99%