Optical Properties of Low Dimensional Semiconductor Materials
... approaches the nano scale, the energy band structure becomes quantized. Moreover, ultra-intense and ultra-short lasers are usually used in multiphoton microscopies, so that conventional steady-state perturbation theory is not valid. Solving the time dependent Schrödinger equation non-perturbatively ...
... approaches the nano scale, the energy band structure becomes quantized. Moreover, ultra-intense and ultra-short lasers are usually used in multiphoton microscopies, so that conventional steady-state perturbation theory is not valid. Solving the time dependent Schrödinger equation non-perturbatively ...
Fundamental aspects of quantum Brownian motion
... the original expression of Planck which yields only the second contribution present in the lower line of 共6兲. Nyquist thus missed the first term arising from the vacuum energy which already appears in a paper by Planck published in ...
... the original expression of Planck which yields only the second contribution present in the lower line of 共6兲. Nyquist thus missed the first term arising from the vacuum energy which already appears in a paper by Planck published in ...
Ground-state properties of deformed proton emitters in the relativistic
... the exchange of point-like effective mesons, which couple to the nucleons at local vertices. The model parameters are the meson masses and their coupling constants. The values of the parameters are adjusted to properties of nuclear matter and experimental data on finite nuclear systems. On this phen ...
... the exchange of point-like effective mesons, which couple to the nucleons at local vertices. The model parameters are the meson masses and their coupling constants. The values of the parameters are adjusted to properties of nuclear matter and experimental data on finite nuclear systems. On this phen ...
quantum effects in biology - Assets
... quite recently the overwhelmingly majority opinion has been that in a biological context the role of quantum theory is confined to elucidating the equilibrium structures of the relevant molecules and their reaction processes, and that subtle phenomena such as superposition and entanglement, of which ...
... quite recently the overwhelmingly majority opinion has been that in a biological context the role of quantum theory is confined to elucidating the equilibrium structures of the relevant molecules and their reaction processes, and that subtle phenomena such as superposition and entanglement, of which ...
Measurement-based quantum computation with mechanical oscillators
... 1) Modulate a driving with the mechanical frequency of the oscillator to be measured (the phase determines the addressed quadrature) 2) Continuously monitoring the output light ...
... 1) Modulate a driving with the mechanical frequency of the oscillator to be measured (the phase determines the addressed quadrature) 2) Continuously monitoring the output light ...
Cooling of a small sample of Bose atoms with accidental... Maciej Lewenstein , J. Ignacio Cirac , and Luis Santos
... the bath atoms are trapped in a larger trap than the system atoms. Such situation (proposed and discussed in [24]) could be realised if a small, say far-off-resonance dipole trap for system atoms was located inside a larger magnetic trap for the bath atoms [34]. Given that the resulting master equat ...
... the bath atoms are trapped in a larger trap than the system atoms. Such situation (proposed and discussed in [24]) could be realised if a small, say far-off-resonance dipole trap for system atoms was located inside a larger magnetic trap for the bath atoms [34]. Given that the resulting master equat ...
Models of wave-function collapse
... aspect which gets lost in the limiting process. The Schrödinger equation is linear: if ψ1 and ψ2 are two solutions of Eq. (5) then the linear superposition c1 ψ1 + c2 ψ2 is also a solution, where c1 and c2 are complex coefficients. On the other hand, the Hamilton-Jacobi equation (1) is nonlinear: i ...
... aspect which gets lost in the limiting process. The Schrödinger equation is linear: if ψ1 and ψ2 are two solutions of Eq. (5) then the linear superposition c1 ψ1 + c2 ψ2 is also a solution, where c1 and c2 are complex coefficients. On the other hand, the Hamilton-Jacobi equation (1) is nonlinear: i ...
PHZ 7427 SOLID STATE II: Electron-electron interaction and the
... As it was discussed in the previous Section, Friedel oscillations arise already in the singleparticle picture. However, they influence scattering of interacting electrons at impurities and other imperfections. Once a Friedel oscillation is formed, the effective potential barrier seen by other electr ...
... As it was discussed in the previous Section, Friedel oscillations arise already in the singleparticle picture. However, they influence scattering of interacting electrons at impurities and other imperfections. Once a Friedel oscillation is formed, the effective potential barrier seen by other electr ...
Giovannini, D., Romero, J., Leach, J., Dudley, A, Forbes, A, and
... method is that MUBs need to be defined for the small Hilbert spaces of the subsystems rather than for the large space of the overall system. This becomes especially relevant where the definition or measurement of MUBs for the overall system is challenging. We illustrate this approach by implementing ...
... method is that MUBs need to be defined for the small Hilbert spaces of the subsystems rather than for the large space of the overall system. This becomes especially relevant where the definition or measurement of MUBs for the overall system is challenging. We illustrate this approach by implementing ...
Ellis-part1
... • What is the origin of particle masses? due to a Higgs boson? + other physics? solution at energy < 1 TeV (1000 GeV) ...
... • What is the origin of particle masses? due to a Higgs boson? + other physics? solution at energy < 1 TeV (1000 GeV) ...