2016
DOI: 10.1103/physrevb.94.241202
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Extended pump-probe Faraday rotation spectroscopy of the submicrosecond electron spin dynamics in n -type GaAs

Abstract: We develop an extended pump-probe Faraday rotation technique to study submicrosecond electron spin dynamics with picosecond time resolution in a wide range of magnetic fields. The electron spin dephasing time T * 2 and the longitudinal spin relaxation time T1, both approaching 250 ns in weak fields, are measured thereby in n-type bulk GaAs. By tailoring the pump pulse train through increasing the contained number of pulses, the buildup of resonant spin amplification is demonstrated for the electron spin polari… Show more

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Cited by 36 publications
(41 citation statements)
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“…This decay is similar to the spin dynamics measured by the extended all-optical pump-probe Faraday rotation method, using the same experimental conditions [ Fig. 1(d)] [4]. Interestingly, the increase in the spin precession amplitude with time is determined by T 2 following the equation: 1 − exp(−t/T 2 ).…”
supporting
confidence: 80%
See 1 more Smart Citation
“…This decay is similar to the spin dynamics measured by the extended all-optical pump-probe Faraday rotation method, using the same experimental conditions [ Fig. 1(d)] [4]. Interestingly, the increase in the spin precession amplitude with time is determined by T 2 following the equation: 1 − exp(−t/T 2 ).…”
supporting
confidence: 80%
“…The method of rf spin pumping and optical probing, developed in this work, is inspired by the similar alloptical pump-probe technique [1][2][3], and in particular by the extended pump-probe method [4], in which electron spins are oriented by circularly-polarized laser pulses. By contrast, the rf pump directly addresses the resident electron spins at their Larmor precession frequencies, which is likely advantageous compared to optical pumping at the much higher frequencies of the resonant electron transitions, unrelated to the spin precession.…”
mentioning
confidence: 99%
“…A spin relaxation time of = (2 Γ HWHM ) −1 = 52 ns is obtained at the lowest density of excitation, which is comparable with measurements of the same sample using the Hanle effect [31]. In contrast, in an extended pump-probe experiment [37,38], the spin relaxation time reaches values of (2 Γ 0 ) −1 = 90 ns under similar optical excitation conditions of the same sample. Note that in this case, the optically excited electron spins evolve in the darkness between the arrival of the pump and probe pulses.…”
Section: Analysis Of Spin System Perturbationsupporting
confidence: 79%
“…In a longitudinal magnetic field B F , the spin polarization decays monotonically without oscillations [36,45]. In high enough B F , this decay is characterized by a fast component with decay time 0.6 ns, close to the exciton lifetime, and a slow component of somewhat smaller amplitude.…”
Section: Resultsmentioning
confidence: 97%