SCOPUS 정보 검색 플랫폼

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- In Fig. 1 this calculation has been shifted up by 0.5 eV to match the X4sprime point of the bulk calculations (Ref. 27). For a Cu(100) slab calculation, see
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- By amplitude modulation, one obtains the sum and the difference between the carrier frequency ( kedge) and the modulation frequency ( kenv ). However, +- kenv are equivalent in Eq. (1) due to time-reversal symmetry.

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- The phase shifts depend on the reference plane. We use the plane halfway between atomic layers. To rationalize the phase shifts for the band edge at X4sprime one may consider the corresponding antibonding, pz-like wave function at the zone boundary. It has nodes at the atomic planes and maxima in between, reversing its sign every atomic layer. The maxima correspond to a phase shift of zero. The situation is reversed either going to the zone center, or going to a bonding (s-like) state. Here, one has nodes instead of maxima in the reference plane between the atomic layers, corresponding to a phase shift of +- pi.

* 이 정보는 Elsevier사의 SCOPUS DB에서 KISTI가 분석하여 추출한 것입니다.