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... and then consider the non-spherical Gaussian wave packet dynamics in Section 3. The main result in Section 3 shows that the non-spherical Gaussian wave packet dynamics is a Hamiltonian system with respect to the symplectic structure found by a technique outlined in Section 2; the result is shown to ...
... and then consider the non-spherical Gaussian wave packet dynamics in Section 3. The main result in Section 3 shows that the non-spherical Gaussian wave packet dynamics is a Hamiltonian system with respect to the symplectic structure found by a technique outlined in Section 2; the result is shown to ...
ImG - Arnold Sommerfeld Center
... at low temperatures, on the other hand side quantum dots constitute a testing ground for studying this prime example of a many-body effect in all its facets. In order to analyze these strongly correlated systems theoretically, elaborate methods beyond mean-field or perturbation theory have to be emp ...
... at low temperatures, on the other hand side quantum dots constitute a testing ground for studying this prime example of a many-body effect in all its facets. In order to analyze these strongly correlated systems theoretically, elaborate methods beyond mean-field or perturbation theory have to be emp ...
A classical treatment of optical tunneling in plasmonic gaps
... dimers.56,59,60,92 The JM has also been successfully used to model effects associated with conduction electrons in a variety of metallic systems such as in electronic and optical properties of metal clusters and surfaces,93–96 charge transfer reactions between atoms and surfaces,97 conductances of mo ...
... dimers.56,59,60,92 The JM has also been successfully used to model effects associated with conduction electrons in a variety of metallic systems such as in electronic and optical properties of metal clusters and surfaces,93–96 charge transfer reactions between atoms and surfaces,97 conductances of mo ...
using standard syste - the Max Planck Institute for the Physics of
... the classical equations of motion and the existence of chaos in the classical dynamics of the three-body system. Two-electron atoms have played an important role in the development of theoretical physics in this century: They were a catalyst for the quantum theory in the mid 1920s, since the old qua ...
... the classical equations of motion and the existence of chaos in the classical dynamics of the three-body system. Two-electron atoms have played an important role in the development of theoretical physics in this century: They were a catalyst for the quantum theory in the mid 1920s, since the old qua ...
Molecular Dynamics Simulation Studies of Piperazine Activated
... for one primary and four reference systems. It was observed that the MDEA was separated from aqueous phase and positioned alongside the gas-liquid interface. Moreover, it was determined that piperazine molecules were spread within MDEA phase, while protonated piperazine and piperazine carbamate main ...
... for one primary and four reference systems. It was observed that the MDEA was separated from aqueous phase and positioned alongside the gas-liquid interface. Moreover, it was determined that piperazine molecules were spread within MDEA phase, while protonated piperazine and piperazine carbamate main ...
Quantum Energy Teleportation - UWSpace
... The overall focus of this thesis is just that; the interplay between energy and correlations. We approach the topics from multiple different angles. One of the common themes is the coupling of probe systems to certain subsystems of a correlated quantum systems in order to achieve an energetic or inf ...
... The overall focus of this thesis is just that; the interplay between energy and correlations. We approach the topics from multiple different angles. One of the common themes is the coupling of probe systems to certain subsystems of a correlated quantum systems in order to achieve an energetic or inf ...
Nonradiative electron and energy transfer. Explicit
... (e.g., electrons) is mathematically expressed through effective spectral functions controlling rate constants (memory functions) in kinetic equations. If these spectral functions are exact up to second-order in the system–bath coupling, their analytical forms explicitly consist of a weighted sum of ...
... (e.g., electrons) is mathematically expressed through effective spectral functions controlling rate constants (memory functions) in kinetic equations. If these spectral functions are exact up to second-order in the system–bath coupling, their analytical forms explicitly consist of a weighted sum of ...
Hyperfine Structure of Cs2 Molecules in Electronically Excited States
... Another important tool for quantum gas control and manipulation are optical lattice potentials [34]. Optical lattice potentials are used in order to produce periodic potentials for particles. Ultracold quantum gases loaded into an optical lattice can serve as quantum simulators for many-body physics ...
... Another important tool for quantum gas control and manipulation are optical lattice potentials [34]. Optical lattice potentials are used in order to produce periodic potentials for particles. Ultracold quantum gases loaded into an optical lattice can serve as quantum simulators for many-body physics ...
Fundamentals of Semiconductors
... The evolution of this volume can be traced to the year 1970 when one of us (MC) gave a course on the optical properties of solids at Brown University while the other (PYY) took it as a student. Subsequently the lecture notes were expanded into a one-semester course on semiconductor physics offered a ...
... The evolution of this volume can be traced to the year 1970 when one of us (MC) gave a course on the optical properties of solids at Brown University while the other (PYY) took it as a student. Subsequently the lecture notes were expanded into a one-semester course on semiconductor physics offered a ...
Trace formula for dielectric cavities. II. Regular
... and the counting function N (k) (mean number of resonances with a real part of the wave number less than k) were obtained and demonstrated analytically for two integrable cases, the two-dimensional (2D) circular cavity and the 1D Fabry-Perot resonator. In the present paper, we consider in detail 2D ...
... and the counting function N (k) (mean number of resonances with a real part of the wave number less than k) were obtained and demonstrated analytically for two integrable cases, the two-dimensional (2D) circular cavity and the 1D Fabry-Perot resonator. In the present paper, we consider in detail 2D ...
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... is useful for understanding low energy (≈ 1 GeV) strong interaction scattering cross sections. Consider the two reactions (d = deuterium): pp → dπ+ pn → dπ0 ◆ Deuterium is an “iso-singlet”, |0,0>. ◆ In terms of isospin states we have: pp = |1/2,1/2>|1/2,1/2> dπ+ = |0,0>|1,1> pn = |1/2,1/2>|1/2,-1 ...
... is useful for understanding low energy (≈ 1 GeV) strong interaction scattering cross sections. Consider the two reactions (d = deuterium): pp → dπ+ pn → dπ0 ◆ Deuterium is an “iso-singlet”, |0,0>. ◆ In terms of isospin states we have: pp = |1/2,1/2>|1/2,1/2> dπ+ = |0,0>|1,1> pn = |1/2,1/2>|1/2,-1 ...