2020
DOI: 10.1103/physrevresearch.2.033123
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Local incompressibility of fractional quantum Hall states at a filling factor of 3/2

Abstract: We studied neutral excitations in a two-dimensional electron gas with an orbital momentum M = 1 and spin projection over the magnetic field axis S z = 1 in the vicinity of a filling factor of 3/2. It is shown that the 3/2 state is a singular point in the filling factor dependence of the spin ordering of the two-dimensional electron gas. In the vicinity of ν = 3/2, a significant increase in the relaxation time (τ = 13 μs) for the excitations to the ground state is exhibited even though the number of vacancies i… Show more

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Cited by 8 publications
(3 citation statements)
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References 30 publications
(40 reference statements)
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“…The lifetime of spin excitons is just too short as they relax to the ground state in times on the order of 100 ns or less 28 . However, to form a macroscopic quasi-equilibrium ensemble of neutral excitations with densities at the level of 1–10 percent of the number of equilibrium electrons (the signal that can be detected against the background photoluminescence from the filled-in equilibrium lowest spin sublevel of the zero Landau level), the characteristic lifetime of excitations should reach the values of 10 μs or more 21 , 32 .…”
Section: Methodsmentioning
confidence: 99%
“…The lifetime of spin excitons is just too short as they relax to the ground state in times on the order of 100 ns or less 28 . However, to form a macroscopic quasi-equilibrium ensemble of neutral excitations with densities at the level of 1–10 percent of the number of equilibrium electrons (the signal that can be detected against the background photoluminescence from the filled-in equilibrium lowest spin sublevel of the zero Landau level), the characteristic lifetime of excitations should reach the values of 10 μs or more 21 , 32 .…”
Section: Methodsmentioning
confidence: 99%
“…13,25) Further study is required to understand the role of spin freedom. 35) Tunneling experiments through the constriction [22][23][24][25] and resistively-detected nuclear-magnetic resonance 21,36,37) can help clarify the detailed characteristics of the ν QPC = 3/2 state.…”
mentioning
confidence: 99%
“…The lifetime of spin excitons is just too short as they relax to the ground state in times on the order of 100 ns or less 31 . However, to form of a macroscopic quasi-equilibrium ensemble of neutral excitations with densities at the level of 1-10 percent of the number of equilibrium electrons (the signal that can be detected against the background photoluminescence from the lled in equilibrium lowest spin sublevel of the zero Landau level), the characteristic lifetime of excitations should reach the values of 10 μs or more 20,32 .…”
Section: Methodsmentioning
confidence: 99%