We study the anisotropic pinning-mode resonances in the rf conductivity spectra of the stripe phase of 2D electron systems around a Landau level filling of 9/2, in the presence of an in-plane magne
A striking rf or microwave resonance is a generic feature of electron solid phases of two-dimensional electron systems.
This paper presents the radio-frequency (rf) diagonal conductivity spectra of two-dimensional electrons in the second excited and higher Landau levels, and in particular shows isotropic pinning mod
This paper presents the radio-frequency (rf) diagonal conductivity spectra of two-dimensional electrons in the second excited and higher Landau levels, and in particular shows isotropic pinning mod
Striking resonances, identified as pinning modes, have recently been observed in the rf spectra of the stripe phases of extremely low disorder two-dimensional electron systems with two or more fill
The static and dynamic behavior of a charge density wave, with random pinning forces and with or without a commensurate potential, under the application of an electric field is considered.
Microwave pinning-mode resonances found around integer quantum Hall effects, are a signature of crystallized quasiparticles or holes.
Due to the feedback path, pipelining of the decision feedback equalizer (DFE) is not a simple matter.
An important subclass of speech waveform encoders is characterized by the use of adaptive quantization and predictive (DPCM) encoding.1 Time-invariant spectrum predictors are simple to implement an
Transitional separated flow at the leading edge of a flat plate has been studied with PIV for the cases of background and elevated free-stream turbulence (FST).
