Quantum path-integral study of the phase diagram and isotope
... of neon is thus interesting because allows us to quantify systematic errors of treating the neon atoms as particles moving classically in the PES. However, we stress that these quantum corrections do not represent any kind of measurable property, i.e., they can not be directly compared to experiment ...
... of neon is thus interesting because allows us to quantify systematic errors of treating the neon atoms as particles moving classically in the PES. However, we stress that these quantum corrections do not represent any kind of measurable property, i.e., they can not be directly compared to experiment ...
Thermal equilibrium states for quantum fields on
... yield only tiny deviations from the predictions of usual QFT. However, it is not very clear what these deviations are, or how they could be observed. In the model at hand, the effect of the noncommutativity parameter θ on scattering processes (at zero temperature) was investigated in [GL07], and sho ...
... yield only tiny deviations from the predictions of usual QFT. However, it is not very clear what these deviations are, or how they could be observed. In the model at hand, the effect of the noncommutativity parameter θ on scattering processes (at zero temperature) was investigated in [GL07], and sho ...
Lecture 23
... relative to a nucleus. 2. ionic: comes from the displacement of a charged ion with respect to other ions. 3. dipolar: from molecules with a permanent electric dipole moment that can change orientation in an applied electric field. ...
... relative to a nucleus. 2. ionic: comes from the displacement of a charged ion with respect to other ions. 3. dipolar: from molecules with a permanent electric dipole moment that can change orientation in an applied electric field. ...
Quantum Mechanics_chemical potential
... In recent years, thermal physics has applied the definition of chemical potential to systems in particle physics and its associated processes. For example, in aquark–gluon plasma or other QCD matter, at every point in space there is a chemical potential for photons, a chemical potential for electron ...
... In recent years, thermal physics has applied the definition of chemical potential to systems in particle physics and its associated processes. For example, in aquark–gluon plasma or other QCD matter, at every point in space there is a chemical potential for photons, a chemical potential for electron ...
Chapter 4 Gauss’s Law
... In general, a surface S can be curved and the electric field E may vary over the surface. We shall be interested in the case where the surface is closed. A closed surface is a surface which completely encloses a volume. In order to compute the electric flux, we r divide the surface into a large numb ...
... In general, a surface S can be curved and the electric field E may vary over the surface. We shall be interested in the case where the surface is closed. A closed surface is a surface which completely encloses a volume. In order to compute the electric flux, we r divide the surface into a large numb ...
(pdf)
... The collision-induced dissociation 共CID兲 of the N2 molecule by an energetic nitrogen atom is a process of importance in the upper atmosphere of Titan, a moon of Saturn, which has a nitrogen atmosphere.1 The energized nitrogen atoms produced by dissociation populate Titan’s atmospheric corona and can ...
... The collision-induced dissociation 共CID兲 of the N2 molecule by an energetic nitrogen atom is a process of importance in the upper atmosphere of Titan, a moon of Saturn, which has a nitrogen atmosphere.1 The energized nitrogen atoms produced by dissociation populate Titan’s atmospheric corona and can ...
Wiggler_dynamics_PRST-AB
... in x at higher |z|. To explain this pattern one must refer to the field geometry as shown in Fig. 7. Bx and the variations of the field with x are essentially negligible, so it is enough to show, as in the figure, the magnetic field lines at x=0 in the y-z plane. There are four different field line ...
... in x at higher |z|. To explain this pattern one must refer to the field geometry as shown in Fig. 7. Bx and the variations of the field with x are essentially negligible, so it is enough to show, as in the figure, the magnetic field lines at x=0 in the y-z plane. There are four different field line ...
