Spin-dependent magnetic focusing Yuli Lyanda-Geller and L. P. Rokhinson Stefano Chesi
... the energies of the spin subbands without affecting the cyclotron motion. As the Zeeman splitting of the spin subbands in a 2D gas increases, preferential transmission of the largest-kF spin subband is expected for electrons, corresponding to suppression of the left peak. Instead, in a hole gas we o ...
... the energies of the spin subbands without affecting the cyclotron motion. As the Zeeman splitting of the spin subbands in a 2D gas increases, preferential transmission of the largest-kF spin subband is expected for electrons, corresponding to suppression of the left peak. Instead, in a hole gas we o ...
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... still no clear answer as to which of these formulae is correct. It’s possible, of course, that both could be, yet refer to subtly different situations or interpretations. The past decade has seen renewed interest in this puzzle, stimulated in part by the increasing precision of quantum optics. One r ...
... still no clear answer as to which of these formulae is correct. It’s possible, of course, that both could be, yet refer to subtly different situations or interpretations. The past decade has seen renewed interest in this puzzle, stimulated in part by the increasing precision of quantum optics. One r ...
Pulsed field ionization of Rydberg atoms
... Recent experimental and theoretical work has explored the dynamics of Rydberg alkali-metal atoms that are subjected to a kick from a unidirectional, pulsed electric field @1–13#. The pulses in these experiments are typically short compared to the Rydberg period of the electron. In this case, the ele ...
... Recent experimental and theoretical work has explored the dynamics of Rydberg alkali-metal atoms that are subjected to a kick from a unidirectional, pulsed electric field @1–13#. The pulses in these experiments are typically short compared to the Rydberg period of the electron. In this case, the ele ...
On the role of entanglement in quantum information
... Let us consider two distant parties Alice and Bob. For simplicity in this paper, we will restrict our attention to two-dimensional quantum systems, called qubits. Suppose that Alice has a qubit in a state | , which can be in principle unknown to her, and she wants to transfer the information of | ...
... Let us consider two distant parties Alice and Bob. For simplicity in this paper, we will restrict our attention to two-dimensional quantum systems, called qubits. Suppose that Alice has a qubit in a state | , which can be in principle unknown to her, and she wants to transfer the information of | ...
Download Supplemental Information
... for the ith species in the electrolyte. Here, ci, Ni, Di and zi represent the concentration, flux, diffusivity and valence respectively, φ is the electric potential, F is the Faraday constant, R is the universal gas constant, T is the temperature, ε is the permittivity and v is the fluid velocity. I ...
... for the ith species in the electrolyte. Here, ci, Ni, Di and zi represent the concentration, flux, diffusivity and valence respectively, φ is the electric potential, F is the Faraday constant, R is the universal gas constant, T is the temperature, ε is the permittivity and v is the fluid velocity. I ...
(a) n
... Bohr’s Theory of the Hydrogen Atom Neils Bohr attributed the emission of radiation by an energized hydrogen atom to the electron dropping from a higher-energy orbit to a lower one. As the electron dropped, it gave up a quantum of energy in the form of light. Bohr showed that the energies of the ele ...
... Bohr’s Theory of the Hydrogen Atom Neils Bohr attributed the emission of radiation by an energized hydrogen atom to the electron dropping from a higher-energy orbit to a lower one. As the electron dropped, it gave up a quantum of energy in the form of light. Bohr showed that the energies of the ele ...
"Excitation Enhancement of CdSe Quantum Dots by Single Metal
... The photoluminescence values of both background and near-nanoparticle quantum dots were extracted from 8-bit greyscale photoluminescence images and corrected for exposure time and lamp intensity. For the background continuum, we take the average intensity value per pixel, which accounts for approxim ...
... The photoluminescence values of both background and near-nanoparticle quantum dots were extracted from 8-bit greyscale photoluminescence images and corrected for exposure time and lamp intensity. For the background continuum, we take the average intensity value per pixel, which accounts for approxim ...
Forces and Fields.
... These include the fields due to the following charge configurations: a point charge, a charged sphere, two point charges, and oppositely charged parallel plates. The latter includes the edge effect. Students should understand what is meant by radial field. ...
... These include the fields due to the following charge configurations: a point charge, a charged sphere, two point charges, and oppositely charged parallel plates. The latter includes the edge effect. Students should understand what is meant by radial field. ...
Energy-momentum relation for solitary waves of relativistic wave
... electron by Thomson in 1897. Abraham realized that a point electron would be unstable due to infinite self-energy, and introduced the model of the “extended” electron with finite electrostatical energy. However, the electrostatic model is also unstable due to electrostatic repulsion. The correspondi ...
... electron by Thomson in 1897. Abraham realized that a point electron would be unstable due to infinite self-energy, and introduced the model of the “extended” electron with finite electrostatical energy. However, the electrostatic model is also unstable due to electrostatic repulsion. The correspondi ...
CR2
... In quantum mechanics, the Schrödinger equation is a partial differential equation that describes how the quantum state of a physical system changes with time. It was formulated in late 1925, and published in 1926, by the Austrian physicist Erwin Schrödinger. In classical mechanics, the equation of m ...
... In quantum mechanics, the Schrödinger equation is a partial differential equation that describes how the quantum state of a physical system changes with time. It was formulated in late 1925, and published in 1926, by the Austrian physicist Erwin Schrödinger. In classical mechanics, the equation of m ...
D - The University of British Columbia
... • Time-domain quantum simulation of localization of quantum particles: timescale of Anderson localization dynamics of exciton localization as a function of effective mass, exciton bandwidth, and exciton-impurity interaction strength effect of disorder correlations on localization and delocalization ...
... • Time-domain quantum simulation of localization of quantum particles: timescale of Anderson localization dynamics of exciton localization as a function of effective mass, exciton bandwidth, and exciton-impurity interaction strength effect of disorder correlations on localization and delocalization ...
Density operators and quantum operations
... state of A to |ψn i. This way system A is effectively prepared in a mixture of |ψ1 i, |ψ2 i,...,|ψn i, with probabilities p1 , p2 ,...,pn . Now, suppose B is very far away from A, so that in the absence of any superluminal communication, the measurement at B should have no effect whatsoever on any p ...
... state of A to |ψn i. This way system A is effectively prepared in a mixture of |ψ1 i, |ψ2 i,...,|ψn i, with probabilities p1 , p2 ,...,pn . Now, suppose B is very far away from A, so that in the absence of any superluminal communication, the measurement at B should have no effect whatsoever on any p ...
UNITEL_9 - StealthSkater
... A naked singularity is a theoretical mathematical object similar to the point-like region found within the core of a black hole where infinite space-time curvature occurs. However unlike a black holes singularity a naked singularity can be viewed by observers who are not trapped by a relativistic ho ...
... A naked singularity is a theoretical mathematical object similar to the point-like region found within the core of a black hole where infinite space-time curvature occurs. However unlike a black holes singularity a naked singularity can be viewed by observers who are not trapped by a relativistic ho ...
- Sussex Research Online
... grand unified scale [3,4], and, since their precise size is only determined by Planck scale physics, introduce uncertainties in predictions of grand unification [5]. In this Letter, we identify an additional uncertainty, arising from the renormalization of the quantum gravity scale itself. We find t ...
... grand unified scale [3,4], and, since their precise size is only determined by Planck scale physics, introduce uncertainties in predictions of grand unification [5]. In this Letter, we identify an additional uncertainty, arising from the renormalization of the quantum gravity scale itself. We find t ...
BHs and effective quantum gravity approaches
... • We are only dealing with renormalizable theories: the Higgs mass is not calculable. ...
... • We are only dealing with renormalizable theories: the Higgs mass is not calculable. ...