talk
... suggesting a chiral phase transition in RHIC collisions. We note that in most quark-matter scenarios, the QGP phase transition is usually accompanied by a chiral phase transition at about the same critical temperature. August 11, 2005 ...
... suggesting a chiral phase transition in RHIC collisions. We note that in most quark-matter scenarios, the QGP phase transition is usually accompanied by a chiral phase transition at about the same critical temperature. August 11, 2005 ...
Getting Started
... and that we are interested in the stationary state wave functions obtained using separation of variables: (Equation 2) ( x, t ) ( x)e iEt / Also recall that we find the eigenfunctions, ψ(x), from the time-independent Schrödinger equation which is the result of combining equations 1 and 2: ...
... and that we are interested in the stationary state wave functions obtained using separation of variables: (Equation 2) ( x, t ) ( x)e iEt / Also recall that we find the eigenfunctions, ψ(x), from the time-independent Schrödinger equation which is the result of combining equations 1 and 2: ...
atom interferometer - Center for Ultracold Atoms
... We recently measured the velocity dependence of the index of refraction seen by sodium matter-waves passing through a gas target. In optical parlance, we measured the dispersion, i.e. the variation of index with wavelength. Our experiment's unique sensitivity to the phase shift of forward-scattered ...
... We recently measured the velocity dependence of the index of refraction seen by sodium matter-waves passing through a gas target. In optical parlance, we measured the dispersion, i.e. the variation of index with wavelength. Our experiment's unique sensitivity to the phase shift of forward-scattered ...
Wave Mechanics
... Suppose we have a single particle of mass m confined to within a region 0 < x < L with potential energy V = 0 bounded by infinitely high potential barriers, i.e. V = ∞ for x < 0 and x > L. This simple model is sufficient to describe (in one dimension), for instance, the properties of the conduction ...
... Suppose we have a single particle of mass m confined to within a region 0 < x < L with potential energy V = 0 bounded by infinitely high potential barriers, i.e. V = ∞ for x < 0 and x > L. This simple model is sufficient to describe (in one dimension), for instance, the properties of the conduction ...
Analytic structure and power-series expansion of the S. A. Rakityansky
... Our goal is to establish the analytic structure of the Jost function, i.e. to find such an expression for it where all possible nonanalytic dependencies on the energy are given explicitly. This can be done if we transform the second-order radial equation (4) into an equivalent set of first-order equ ...
... Our goal is to establish the analytic structure of the Jost function, i.e. to find such an expression for it where all possible nonanalytic dependencies on the energy are given explicitly. This can be done if we transform the second-order radial equation (4) into an equivalent set of first-order equ ...
bosons fermions
... Their excess precipitates to the lowest level, which becomes macroscopically occupied, i.e., it holds a finite fraction of all atoms. This is the BE condensate. ...
... Their excess precipitates to the lowest level, which becomes macroscopically occupied, i.e., it holds a finite fraction of all atoms. This is the BE condensate. ...
Supplementary Material
... n 0, m, and the 2LL orbitals n 1, m, . The energy gap between the Landau levels is therefore comparable with the Zeeman energy E zIMP of the nuclear spin, enabling the flip-flop transitions between the electronic and nuclear spins. For this to take place, however, we have to populate ...
... n 0, m, and the 2LL orbitals n 1, m, . The energy gap between the Landau levels is therefore comparable with the Zeeman energy E zIMP of the nuclear spin, enabling the flip-flop transitions between the electronic and nuclear spins. For this to take place, however, we have to populate ...
Wednesday, Aug. 30, 2006
... • Difficult to describe Small scale phenom. w/ just CM and EM • The study of atomic structure led to quantum mechanics – Long range EM force is responsible for holding atoms together (why ?) – Yet sufficiently weak for QM to estimate properties of atoms reliably ...
... • Difficult to describe Small scale phenom. w/ just CM and EM • The study of atomic structure led to quantum mechanics – Long range EM force is responsible for holding atoms together (why ?) – Yet sufficiently weak for QM to estimate properties of atoms reliably ...
Semiclassical Origins of Density Functionals
... and is ‘‘unreasonably accurate’’ [7], with less than 10% error even for H. An approximation that reproduces these three coefficients is AE2 and is likely to be very accurate. Lieb [12] showed that Thomas-Fermi theory becomes exact in the limit ! 1 for all systems. However, TF theory recovers only ...
... and is ‘‘unreasonably accurate’’ [7], with less than 10% error even for H. An approximation that reproduces these three coefficients is AE2 and is likely to be very accurate. Lieb [12] showed that Thomas-Fermi theory becomes exact in the limit ! 1 for all systems. However, TF theory recovers only ...
... compared the closed-orbit calculations to quantum calculations done for principal quantum numbers in the ranges 30 ,n,40 and 40,n,50. By a classical scaling law ~Ref. @6#! applied to Eq. ~3!, the isolated short action recurrences should decrease by factors of 0.5 and 0.3 as the principal quantum num ...
Lamb shift
... The spacetime curvature may cause corrections to quantum effects already existing in flat spacetime, e.g., the Lamb shift. The Lamb shift is weakened by the spacetime curvature, and the corrections may be found by looking at the spectra from a ...
... The spacetime curvature may cause corrections to quantum effects already existing in flat spacetime, e.g., the Lamb shift. The Lamb shift is weakened by the spacetime curvature, and the corrections may be found by looking at the spectra from a ...
Two-level quantum dot in the Aharonov–Bohm ring. Towards understanding “phase lapse” P.
... The current is calculated starting from time evolution of non-equilibrium Green functions under assumption that the γ = 1 QD level is well coupled to the leads and active in electron transport, whereas γ = 2 level wave function has only a small, finite overlap with the states in the leads but does n ...
... The current is calculated starting from time evolution of non-equilibrium Green functions under assumption that the γ = 1 QD level is well coupled to the leads and active in electron transport, whereas γ = 2 level wave function has only a small, finite overlap with the states in the leads but does n ...
Department of Physics, Chemistry and Biology Master’s Thesis Thomas Fransson
... exact solution to the Schrödinger equation is given in this basis [1]. However, this is possible only for very small systems and other approaches must be used for an approximate solution. ...
... exact solution to the Schrödinger equation is given in this basis [1]. However, this is possible only for very small systems and other approaches must be used for an approximate solution. ...
Long distance coupling of a quantum mechanical oscillator to the
... which generically exhibit much larger radiation pressure coupling to light. Coupling to internal degrees of freedom also benefits from the rich toolbox available for the manipulation, initialization and measurement of the electronic atomic states with laser light. Moreover, internal states of atomic ...
... which generically exhibit much larger radiation pressure coupling to light. Coupling to internal degrees of freedom also benefits from the rich toolbox available for the manipulation, initialization and measurement of the electronic atomic states with laser light. Moreover, internal states of atomic ...