Axion-like particle production in a laser
... calculated with respect to a particle velocity v1 which is not associated to the motions induced by the laser field (that is, v1 = v − v0 , and v1 ⊥ v0 ). This holds under the condition that either v0 ≪ 1 or v1 ≪ 1. Hence, H = (p2 + γ02 m20 )1/2 , ...
... calculated with respect to a particle velocity v1 which is not associated to the motions induced by the laser field (that is, v1 = v − v0 , and v1 ⊥ v0 ). This holds under the condition that either v0 ≪ 1 or v1 ≪ 1. Hence, H = (p2 + γ02 m20 )1/2 , ...
Quantum Technology: Putting Weirdness To Use
... Why doesn’t the electron collapse onto the nucleus of an atom? Why are there thermodynamic anomalies in materials at low temperature? Why is light emitted at discrete colors? ...
... Why doesn’t the electron collapse onto the nucleus of an atom? Why are there thermodynamic anomalies in materials at low temperature? Why is light emitted at discrete colors? ...
Q15
... Placing the particle in a box restricts the possible wavelengths as only waves which are zero at the walls are allowed. This leads to quantization of the wavelength and this, in turn, restricts the possible energy that the particle can have. The longest wavelength now corresponds to the wave shown ...
... Placing the particle in a box restricts the possible wavelengths as only waves which are zero at the walls are allowed. This leads to quantization of the wavelength and this, in turn, restricts the possible energy that the particle can have. The longest wavelength now corresponds to the wave shown ...
Syllabus of math and physics doc
... d. Basic Quantum Mechanics, K. Ziock, 1969. This book may be difficult to acquire, and the foundations you need in quantum mechanics are well covered by the above Schaum’s Outlines text. However, Ziock gives a very nice “lowbrow” approach to positronium and covers partial wave scattering in more dep ...
... d. Basic Quantum Mechanics, K. Ziock, 1969. This book may be difficult to acquire, and the foundations you need in quantum mechanics are well covered by the above Schaum’s Outlines text. However, Ziock gives a very nice “lowbrow” approach to positronium and covers partial wave scattering in more dep ...
The lattice structure of quantum logics
... into fl, preserving the partial ordering, the orthocomplementation and all joins of ~. One can treat !i as a new, extended logic of the system, satisfying all The described extension regularity conditions usually assumed for procedure takes, however, into considerations some new elements, with no co ...
... into fl, preserving the partial ordering, the orthocomplementation and all joins of ~. One can treat !i as a new, extended logic of the system, satisfying all The described extension regularity conditions usually assumed for procedure takes, however, into considerations some new elements, with no co ...
Elementary particles and typical scales in HEP
... Quantum electrodynamics (QED), where photons appear as the quanta of the electromagnetic field. The Weingerg-Salam model also became a consistent QFT of ...
... Quantum electrodynamics (QED), where photons appear as the quanta of the electromagnetic field. The Weingerg-Salam model also became a consistent QFT of ...
Document
... • Real-time Wilson fermions on a (643) lattice in d = 3 + 1 for the first time! • Very good agreement with NLO quantum result (2PI) for 1 (differences at larger p depend on Wilson term larger lattices) • Lattice simulation can be applied to ~ 1 relevant for QCD ...
... • Real-time Wilson fermions on a (643) lattice in d = 3 + 1 for the first time! • Very good agreement with NLO quantum result (2PI) for 1 (differences at larger p depend on Wilson term larger lattices) • Lattice simulation can be applied to ~ 1 relevant for QCD ...
Parallel algorithms for 3D Reconstruction of Asymmetric
... For example, on a segment of a line there are infinitely many points, the segment consists of a continuum of points. ...
... For example, on a segment of a line there are infinitely many points, the segment consists of a continuum of points. ...
Remarks on the fact that the uncertainty principle does not
... semiclassical or WKB methods. In fact, in a recent very interesting paper [3] Man’ko et al. have shown that rescaling the position and momentum coordinates by a common factor can take a density matrix into a non-positive operator while preserving a class of sharp uncertainty relations (the Robertson ...
... semiclassical or WKB methods. In fact, in a recent very interesting paper [3] Man’ko et al. have shown that rescaling the position and momentum coordinates by a common factor can take a density matrix into a non-positive operator while preserving a class of sharp uncertainty relations (the Robertson ...
Representation of Quantum Field Theory by Elementary Quantum
... More exactly the states in the tensor space have to be represented in space-time. The method to achieve a transition from tensor space to space-time as it is considered in this paper consists in the definition of four pairs of position and momentum operators from the four pairs of creation and annih ...
... More exactly the states in the tensor space have to be represented in space-time. The method to achieve a transition from tensor space to space-time as it is considered in this paper consists in the definition of four pairs of position and momentum operators from the four pairs of creation and annih ...