2006
DOI: 10.1103/physrevb.74.220301
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Laser-induced phonon-phonon interactions in bismuth

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Cited by 94 publications
(86 citation statements)
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“…This motion can be tracked in the time domain by measuring the effects of the coherent phonons on the transient reflectivity of a material and has been used extensively as a probe to study the lattice in near-equilibrium conditions in the vicinity of phase transitions 11 , as well as to look at phonon softening [12][13][14] and hardening 15 when the system is strongly driven. Phonon softening or hardening results from a change in the curvature 16,17 of the lattice potential, but not from a change in the symmetry of the potential. When the symmetry changes, the number of modes typically changes, which may occur when a soft phonon mode tends to zero frequency for a second-order phase transition 14 or may be step-like for a first-order phase transition.…”
mentioning
confidence: 99%
“…This motion can be tracked in the time domain by measuring the effects of the coherent phonons on the transient reflectivity of a material and has been used extensively as a probe to study the lattice in near-equilibrium conditions in the vicinity of phase transitions 11 , as well as to look at phonon softening [12][13][14] and hardening 15 when the system is strongly driven. Phonon softening or hardening results from a change in the curvature 16,17 of the lattice potential, but not from a change in the symmetry of the potential. When the symmetry changes, the number of modes typically changes, which may occur when a soft phonon mode tends to zero frequency for a second-order phase transition 14 or may be step-like for a first-order phase transition.…”
mentioning
confidence: 99%
“…2). In contrast, Zijlstra et al 34 performed frozen phonon calculations on the zone-center mode, also assuming rapid scattering and equilibration throughout all conduction and valence bands, but using a single chemical potential, in which the carrier density is determined solely by the temperature of the electron-hole plasma. Johnson et al 29 performed depth resolved femtosecond x-ray diffraction to measure the phonon dynamics and concluded that the two-chemical potential model may be appropriate only on a time-scale less than a single phonon period, transitioning a single chemical potential model.…”
Section: Introductionmentioning
confidence: 99%
“…36 may call into question the detailed quantitative conclusions of analyses (including those of Refs. 26,27,30,31,34,35) that have assumed insignificant heat transfer from the electron-hole plasma to the lattice vibration modes in the first few picoseconds following photo-excitation.…”
Section: Introductionmentioning
confidence: 99%
“…Zijlstra et al [13] suggested that coherent E g phonon motion is a result of anharmonic coupling to the DECP-driven A 1g mode, although the E g amplitude estimated by this mechanism is much smaller than that observed. Recent experimental work [7], which measured the decay rate of the force driving the E g mode in bismuth, found that the E g force lifetime varies from 13 fs at low temperature to 2 fs at room temperature and suggested that this low-symmetry force may arise from an initial unbalanced occupation of symmetry-equivalent regions in the Brillouin zone, which rapidly decays via electron-phonon scattering to a fully symmetric occupation.…”
mentioning
confidence: 67%