388 research outputs found
Electrically detected magnetic resonance using radio-frequency reflectometry
The authors demonstrate readout of electrically detected magnetic resonance
at radio frequencies by means of an LCR tank circuit. Applied to a silicon
field-effect transistor at milli-kelvin temperatures, this method shows a
25-fold increased signal-to-noise ratio of the conduction band electron spin
resonance and a higher operational bandwidth of > 300 kHz compared to the kHz
bandwidth of conventional readout techniques. This increase in temporal
resolution provides a method for future direct observations of spin dynamics in
the electrical device characteristics.Comment: 9 pages, 3 figure
Observing sub-microsecond telegraph noise with the radio frequency single electron transistor
Telegraph noise, which originates from the switching of charge between
meta-stable trapping sites, becomes increasingly important as device sizes
approach the nano-scale. For charge-based quantum computing, this noise may
lead to decoherence and loss of read out fidelity. Here we use a radio
frequency single electron transistor (rf-SET) to probe the telegraph noise
present in a typical semiconductor-based quantum computer architecture. We
frequently observe micro-second telegraph noise, which is a strong function of
the local electrostatic potential defined by surface gate biases. We present a
method for studying telegraph noise using the rf-SET and show results for a
charge trap in which the capture and emission of a single electron is
controlled by the bias applied to a surface gate.Comment: Accepted for publication in Journal of Applied Physics. Comments
always welcome, email [email protected], [email protected]
Excited States in Warm and Hot Dense Matter
Accurate modeling of warm and hot dense matter is challenging in part due to
the multitude of excited states that must be considered. In thermal density
functional theory, these excited states are averaged over to produce a single,
averaged, thermal ground state. Here we present a variational framework and
model that includes explicit excited states. In this framework an excited state
is defined by a set of effective one-electron occupation factors and the
corresponding energy is defined by the effective one-body energy with an
exchange and correlation term. The variational framework is applied to an
atom-in-plasma model (a generalization of the so-called average atom model).
Comparisons with a density functional theory based average atom model generally
reveal good agreement in the calculated pressure, but the new model also gives
access to the excitation energies and charge state distributions
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