Topics in Applied Physics Volume 115
... Cover design: SPI Publisher Services SPIN: 12216970 57/3180/VTEX Printed on acid-free paper ...
... Cover design: SPI Publisher Services SPIN: 12216970 57/3180/VTEX Printed on acid-free paper ...
Lifetime of Rubidium Rydberg Atoms in a Magneto - UvA-DARE
... As can be seen from in figure 1, the energy levels of the high-l states, also called the manifold (M) states, cross those of the other states. However, looking closely one can see that there are no actual crossings, instead the energy levels seem to ‘reflect’ off each other. These so-called avoided ...
... As can be seen from in figure 1, the energy levels of the high-l states, also called the manifold (M) states, cross those of the other states. However, looking closely one can see that there are no actual crossings, instead the energy levels seem to ‘reflect’ off each other. These so-called avoided ...
Monday, Oct. 3, 2016
... • Problem with collective model and understanding of strong pairing of nucleon binding energy • Understanding nuclear structure still in progress Monday, Oct. 3, 2016 ...
... • Problem with collective model and understanding of strong pairing of nucleon binding energy • Understanding nuclear structure still in progress Monday, Oct. 3, 2016 ...
SEGUNDO WORKSHOP INFORMACIÌN CUÊNTICA EN ESPAÑA
... We present a few results on the Renyi entanglement entropy for stationary states in a homogeneous, quantum, fermionic chain. We first discuss the case of an interval, where analytical tools for the computation are available. We find that, for certain states, one obtains a volume law and possible log ...
... We present a few results on the Renyi entanglement entropy for stationary states in a homogeneous, quantum, fermionic chain. We first discuss the case of an interval, where analytical tools for the computation are available. We find that, for certain states, one obtains a volume law and possible log ...
Closed Timelike Curves Make Quantum and
... solution of NP-complete problems.1 Second, Bacon [5] showed that NP-complete problems can be solved with polynomial resources, even using CTCs that are only “one bit wide” (i.e., able to transmit a single qubit or probabilistic classical bit back in time).2 Bacon also showed that, using his approach ...
... solution of NP-complete problems.1 Second, Bacon [5] showed that NP-complete problems can be solved with polynomial resources, even using CTCs that are only “one bit wide” (i.e., able to transmit a single qubit or probabilistic classical bit back in time).2 Bacon also showed that, using his approach ...
Molecules in Electric and Magnetic Fields
... The factor 4πε0 is introduced on the left so that the potential has the SI unit of volts. The potential is given for large distances between the point of observation and the charge, i.e. r = |r| » |r'n|. It is expanded by powers of 1/r by taking the derivatives with respect to r, the point under con ...
... The factor 4πε0 is introduced on the left so that the potential has the SI unit of volts. The potential is given for large distances between the point of observation and the charge, i.e. r = |r| » |r'n|. It is expanded by powers of 1/r by taking the derivatives with respect to r, the point under con ...
UNIVERSITY OF CALICUT Scheme and Syllabus for 2010 M.Sc. (Physics) Programme(CSS)
... The equation of motion, Schrodinger, Heisenberg and the Interaction pictures of time development, The linear harmonic oscillator in the Schroedinger and Heisenberg pictures, Hydrogen atom (9 hours) Texts : Thankappan , Sections 4.1, 4.2 3. Theory of Angular Momentum: Angular momentum operators, Matr ...
... The equation of motion, Schrodinger, Heisenberg and the Interaction pictures of time development, The linear harmonic oscillator in the Schroedinger and Heisenberg pictures, Hydrogen atom (9 hours) Texts : Thankappan , Sections 4.1, 4.2 3. Theory of Angular Momentum: Angular momentum operators, Matr ...
Physics Today
... two beams f(z,t) and g(z,i) are the same at z = 0, and in Physical Research Laboratory in Navrangpura, India, has which initially all of the atoms are in the ground state. (The shown the matching of photon statistics.7 pulses need not have equal Rabi frequencies Op and flc.) For EIT to work, it must ...
... two beams f(z,t) and g(z,i) are the same at z = 0, and in Physical Research Laboratory in Navrangpura, India, has which initially all of the atoms are in the ground state. (The shown the matching of photon statistics.7 pulses need not have equal Rabi frequencies Op and flc.) For EIT to work, it must ...
Quantum Complementarity for the Superconducting Condensate and the Resulting Electrodynamic Duality. Abstract
... of phase and number, ∆θ∆N ≥ 1/2. This is an uncertainty relation for macroscopic quantum physics. By macroscopic we mean quantum states containing many particles. However, the extent to which θ and N are quantum variables is a controversial subject in the quantum optics community (see discussion in ...
... of phase and number, ∆θ∆N ≥ 1/2. This is an uncertainty relation for macroscopic quantum physics. By macroscopic we mean quantum states containing many particles. However, the extent to which θ and N are quantum variables is a controversial subject in the quantum optics community (see discussion in ...
Inherent Properties and Statistics with Individual Particles in
... case particle exchanges do not make a difference. This is the case, it is generally agreed, not (only) because we could not tell which particle is which, but because ontologically there is only one way in which each macrostate can be realised. This is known as Permutation Symmetry, or Indistinguisha ...
... case particle exchanges do not make a difference. This is the case, it is generally agreed, not (only) because we could not tell which particle is which, but because ontologically there is only one way in which each macrostate can be realised. This is known as Permutation Symmetry, or Indistinguisha ...
Introduction to the Physics of Matter
... Eq. (7), usually described within the adiabatic separation scheme (Sec. 2.1). Understanding the dynamics of a finite number of electrons in the field of two or several nuclei, and the motion of these nuclei themselves (Chapter 2) provides the basics of interatomic bonding, the mechanism granting the ...
... Eq. (7), usually described within the adiabatic separation scheme (Sec. 2.1). Understanding the dynamics of a finite number of electrons in the field of two or several nuclei, and the motion of these nuclei themselves (Chapter 2) provides the basics of interatomic bonding, the mechanism granting the ...
Chapter 3: semiconductor science and light emitting diodes
... Band theory of solids Two atoms brought together to form molecule ¾“splitting” of energy levels for outer electron shells ...
... Band theory of solids Two atoms brought together to form molecule ¾“splitting” of energy levels for outer electron shells ...
e. takacs, e. s. meyer, j. d. gillaspy, j. r. roberts
... @18# is similar in design to the Lawrence Livermore National Laboratory EBIT, which is described in detail in Ref. @19#. The highly charged ions are created, excited, and trapped radially by a 60-m m-diam, 3500-A cm 22 electron beam. A series of three cylindrical drift tubes—two end cap tubes biased ...
... @18# is similar in design to the Lawrence Livermore National Laboratory EBIT, which is described in detail in Ref. @19#. The highly charged ions are created, excited, and trapped radially by a 60-m m-diam, 3500-A cm 22 electron beam. A series of three cylindrical drift tubes—two end cap tubes biased ...
Resonances, dissipation and decoherence in exotic and artificial atoms
... necessary modifications are to include the effects of the lattice and to replace the Coulomb potential of the nucleus by an appropriate model of the artificial confinement in the quantum dot, while the electron-electron interaction can be approached exactly in the same way. This raises the question ...
... necessary modifications are to include the effects of the lattice and to replace the Coulomb potential of the nucleus by an appropriate model of the artificial confinement in the quantum dot, while the electron-electron interaction can be approached exactly in the same way. This raises the question ...
Phys. Rev. Lett. 115, 155302
... Bogoliubov excitations and is thus intrinsically quantum. It is also universal in the sense that it depends only on the two-body scattering length and not on other parameters of the two-body or higher-order interactions. Quite naturally the experimental observation of this fundamental beyond mean-fi ...
... Bogoliubov excitations and is thus intrinsically quantum. It is also universal in the sense that it depends only on the two-body scattering length and not on other parameters of the two-body or higher-order interactions. Quite naturally the experimental observation of this fundamental beyond mean-fi ...
Oxygen in barium fluoride - Physics
... effects between ions in the cluster and embedding regions. In the present work, the classical shell-model representation of the embedding region does not provide any of the Pauli repulsion that quantum-mechanical electrons in the cluster would experience from electrons in the embedding region. Under ...
... effects between ions in the cluster and embedding regions. In the present work, the classical shell-model representation of the embedding region does not provide any of the Pauli repulsion that quantum-mechanical electrons in the cluster would experience from electrons in the embedding region. Under ...
Hydrogen atom
A hydrogen atom is an atom of the chemical element hydrogen. The electrically neutral atom contains a single positively charged proton and a single negatively charged electron bound to the nucleus by the Coulomb force. Atomic hydrogen constitutes about 75% of the elemental (baryonic) mass of the universe.In everyday life on Earth, isolated hydrogen atoms (usually called ""atomic hydrogen"" or, more precisely, ""monatomic hydrogen"") are extremely rare. Instead, hydrogen tends to combine with other atoms in compounds, or with itself to form ordinary (diatomic) hydrogen gas, H2. ""Atomic hydrogen"" and ""hydrogen atom"" in ordinary English use have overlapping, yet distinct, meanings. For example, a water molecule contains two hydrogen atoms, but does not contain atomic hydrogen (which would refer to isolated hydrogen atoms).