Switching via quantum activation: A parametrically modulated oscillator 兲
... oscillator was studied experimentally for electrons in Penning traps 关35,36兴. The measured switching rate 关36兴 agreed quantitatively with the theory 关37兴. A quantum parametric oscillator also does not have detailed balance in the general case. The results presented below show that breaking the speci ...
... oscillator was studied experimentally for electrons in Penning traps 关35,36兴. The measured switching rate 关36兴 agreed quantitatively with the theory 关37兴. A quantum parametric oscillator also does not have detailed balance in the general case. The results presented below show that breaking the speci ...
Equation of state for solid neon from quantum theory
... the lattice constant, cohesive energy, and bulk modulus ZPV effects need to be included. In fact, our results show that lattice vibrations lower the cohesive energy by 28% and the bulk modulus is basically halved. We mention, however, that for the bulk modulus the main change comes from the increase ...
... the lattice constant, cohesive energy, and bulk modulus ZPV effects need to be included. In fact, our results show that lattice vibrations lower the cohesive energy by 28% and the bulk modulus is basically halved. We mention, however, that for the bulk modulus the main change comes from the increase ...
Impact of Spin-Orbit Coupling on Quantum Hall
... orientation, but the exploration of anisotropic behavior in excited hole Landau levels of (311)A samples has been hindered by the presence of a significant transport anisotropy at zero magnetic field [18]. The data of Fig. 1 unambiguously demonstrate that 2DHSs grown on the (100) orientation of GaAs ...
... orientation, but the exploration of anisotropic behavior in excited hole Landau levels of (311)A samples has been hindered by the presence of a significant transport anisotropy at zero magnetic field [18]. The data of Fig. 1 unambiguously demonstrate that 2DHSs grown on the (100) orientation of GaAs ...
Fast random number generator based on quantum uncertainty
... This implies that the outcome of the homodyne detection is directly proportional to the strength of the local oscillator, the stronger the LO is, the higher the outcome value is. Another point worth noting here is that by repeating the homodyne measurement with changing θ angle, we could reconstruct ...
... This implies that the outcome of the homodyne detection is directly proportional to the strength of the local oscillator, the stronger the LO is, the higher the outcome value is. Another point worth noting here is that by repeating the homodyne measurement with changing θ angle, we could reconstruct ...
Metallic quantum dots - Chalmers University of Technology
... of the alkali metal are confined to the surface by the vacuum barrier on one side and the local bandgap of the substrate on the other side, and form a 2D nearly free electron gas [65, 66]. The overlayer electron states show quantization properties similar to those of electrons confined to a one dime ...
... of the alkali metal are confined to the surface by the vacuum barrier on one side and the local bandgap of the substrate on the other side, and form a 2D nearly free electron gas [65, 66]. The overlayer electron states show quantization properties similar to those of electrons confined to a one dime ...
Chapter 4 Bohr`s model of the atom
... nucleus, obeying the laws of classical mechanics. (2) An electron move in an orbit for which its orbital angular momentum is L n nh / 2 , n 1,23.., h Planck’s constant (3) An electron with constant acceleration moving in an allowed orbit does not radiate electromagnetic energy. Thus, its tot ...
... nucleus, obeying the laws of classical mechanics. (2) An electron move in an orbit for which its orbital angular momentum is L n nh / 2 , n 1,23.., h Planck’s constant (3) An electron with constant acceleration moving in an allowed orbit does not radiate electromagnetic energy. Thus, its tot ...
quantum computation of the jones polynomial - Unicam
... provided by the notion of isotopy introduced in the next definition. For technical reasons, this involves all the space and not only the knot, as one could expect. Definition 1.1.4. We define an isotopy of the space R3 as a continuous application H : R × [0, 1] → R, such that the map ht : R → R give ...
... provided by the notion of isotopy introduced in the next definition. For technical reasons, this involves all the space and not only the knot, as one could expect. Definition 1.1.4. We define an isotopy of the space R3 as a continuous application H : R × [0, 1] → R, such that the map ht : R → R give ...
Quantum optics with GeV color center in diamond
... be generated by ultrafast photo‐excitation of carriers in a semiconductor. I will present 2D simulations of the THz generation effect taking into account the diffusion of carriers and the electric field using finite differences time domain simulations. Multiplexed emitter ge ...
... be generated by ultrafast photo‐excitation of carriers in a semiconductor. I will present 2D simulations of the THz generation effect taking into account the diffusion of carriers and the electric field using finite differences time domain simulations. Multiplexed emitter ge ...
t = |T – T c
... m = M/ |T – Tc| y If we choose y = β, and x = βδ, then the all of the curves collapse onto two branches, one for T > Tc, and one for T < Tc ! Note how remarkable this is! It works just as well for other magnets. It reflects the fact that at criticality the system looks the same at all length scales ...
... m = M/ |T – Tc| y If we choose y = β, and x = βδ, then the all of the curves collapse onto two branches, one for T > Tc, and one for T < Tc ! Note how remarkable this is! It works just as well for other magnets. It reflects the fact that at criticality the system looks the same at all length scales ...
Get PDF - OSA Publishing
... Y numerically. One can identify that the intersections of X and Y are the zeros of R. However, for the case of K = k0 , R is not zero, but unity. This is because for this particular choice, the denominator of R is also zero. Therefore, one can not determine R only from the numerator. The limit of R ...
... Y numerically. One can identify that the intersections of X and Y are the zeros of R. However, for the case of K = k0 , R is not zero, but unity. This is because for this particular choice, the denominator of R is also zero. Therefore, one can not determine R only from the numerator. The limit of R ...
Chapter 16. Addition of Angular Momenta
... important at a time when many physicists and chemists applied quantum mechanics to calculate the properties of atoms. There is little interest in doing such calculations today. However, if you want to learn more about the addition of angular moments, you should consult the books given in the referen ...
... important at a time when many physicists and chemists applied quantum mechanics to calculate the properties of atoms. There is little interest in doing such calculations today. However, if you want to learn more about the addition of angular moments, you should consult the books given in the referen ...
Aggregation Operations from Quantum Computing
... studies the uncertainty of the real world considering the principles of Quantum Mechanics (QM ). Many similarities between these two areas of research have been highlighted in several scientific papers [1], [2], [3], [4] and [5]. In this context, the logical structure describing the uncertainty asso ...
... studies the uncertainty of the real world considering the principles of Quantum Mechanics (QM ). Many similarities between these two areas of research have been highlighted in several scientific papers [1], [2], [3], [4] and [5]. In this context, the logical structure describing the uncertainty asso ...