Magnetoplasmon Excitations and Spin Density Instabilities in an Integer Quantum Hall System with a Tilted Magnetic Field
Daw-Wei Wang, S. Das Sarma, Eugene Demler, and Bertrand I. Halperin

TL;DR
This paper investigates magnetoplasmon excitations and potential phase transitions in integer quantum Hall systems under tilted magnetic fields, predicting observable anisotropic modes and exotic symmetry-broken phases.
Contribution
It introduces a detailed theoretical analysis of spin density modes and predicts a possible second order phase transition induced by strong in-plane magnetic fields.
Findings
Magneto-roton minimum appears in spin density mode dispersion.
Strong in-plane fields may lead to zero-energy roton minimum.
Transport anisotropy may be due to skyrmion stripe phase formation.
Abstract
We study the magnetoplasmon collective mode excitations of integer quantum Hall systems in a parabolically confined quantum well nanostructure in the presence of a tilted magnetic field by using the time-dependent Hartree-Fock approximation. For even integer filling, we find that the dispersion of a spin density mode has a magneto-roton minimum at finite wavevectors, at a few times 10^6 cm^{-1} for parallel fields of order 1-10 Tesla, only in the direction perpendicular to the in-plane magnetic field, while the mode energy increases monotonously with wavevector parallel to the in-plane magnetic field. When the in-plane magnetic field is strong enough (well above 10 Tesla),we speculate that this roton minimum may reach zero energy, suggesting a possible second order phase transition to a state with broken translational and spin symmetries. We discuss the possibility for observing such…
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