Controlling the dark exciton spin eigenstates by external magnetic field
... the measured spectra in the two linear (circular) polarizations, in the absence (presence of B = 0.2 T) external magnetic field. Figure 2(b) [Fig. 2(d)] presents the obtained degrees of linear (circular) polarizations as a function of the emitted photon energy in the absence (presence of B = 0.2 T) ...
... the measured spectra in the two linear (circular) polarizations, in the absence (presence of B = 0.2 T) external magnetic field. Figure 2(b) [Fig. 2(d)] presents the obtained degrees of linear (circular) polarizations as a function of the emitted photon energy in the absence (presence of B = 0.2 T) ...
STUDY ON THE WAVE NATURE OF THE REST MASS
... matter and radiation. First, radiation, or the motion of photons, is described by the Maxwell’s equations. The motion of electron, on the other hand, is described by the Schrödinger equation in the non-relativistic situation, or by the Dirac’s equation in the relativistic case. Second, while the pho ...
... matter and radiation. First, radiation, or the motion of photons, is described by the Maxwell’s equations. The motion of electron, on the other hand, is described by the Schrödinger equation in the non-relativistic situation, or by the Dirac’s equation in the relativistic case. Second, while the pho ...
Dynamic model of elementary particles and the nature of mass and
... and the ambient field of matter-space-time (Fig. 1). We assume that a spherical wave shell bounds the space of an elementary particle, separating it from the ambient wave field. We call this sphere the characteristic sphere of a microparticle. The characteristic sphere restricts the main part of the ...
... and the ambient field of matter-space-time (Fig. 1). We assume that a spherical wave shell bounds the space of an elementary particle, separating it from the ambient wave field. We call this sphere the characteristic sphere of a microparticle. The characteristic sphere restricts the main part of the ...
Standard Model at the LHC (Lecture 1: Theoretical Recap) M. Schott
... Quantum Chromo Dynamics (1/2) The strong interaction should explain why quarks are bound in hadrons the nuclear-force The theory of the strong interaction, Quantum Chromodynamics (QCD), is very similar to QED but with 3 conserved (colour) ...
... Quantum Chromo Dynamics (1/2) The strong interaction should explain why quarks are bound in hadrons the nuclear-force The theory of the strong interaction, Quantum Chromodynamics (QCD), is very similar to QED but with 3 conserved (colour) ...
Discussion with Einstein on epistemological problems in atomic
... advent of quantum mechanics had been derived by Pauli from an analysis of atomic spectra. The quantitative comprehension of a vast amount of empirical evidence could leave no doubt as to the fertility and adequacy of the quantum-mechanical formalism, but its abstract character gave rise to a widespr ...
... advent of quantum mechanics had been derived by Pauli from an analysis of atomic spectra. The quantitative comprehension of a vast amount of empirical evidence could leave no doubt as to the fertility and adequacy of the quantum-mechanical formalism, but its abstract character gave rise to a widespr ...
Coupled Quantum– Atomistic and Quantum–Continuum Mechanics
... model. The basic idea is to produce an analytical expression for the potential energy surface, whose parameters are fit to data obtained from ab initio calculations, in distinct contrast to the empirical approach of using experimental material properties. Experimental observables represent a thermal ...
... model. The basic idea is to produce an analytical expression for the potential energy surface, whose parameters are fit to data obtained from ab initio calculations, in distinct contrast to the empirical approach of using experimental material properties. Experimental observables represent a thermal ...
a presentation of Michel from 2009
... and safely perform fault-tolerant quantum computations of arbitrary length! (A large and respectable branch of mathematics, considering which is the best way to do this, see for example Theorem 4 below) ...
... and safely perform fault-tolerant quantum computations of arbitrary length! (A large and respectable branch of mathematics, considering which is the best way to do this, see for example Theorem 4 below) ...
- Philsci
... the context of the search for a quantum theory of gravity according to which physical space may have more than four dimensions (as e.g. in string theory): these proposals do not call into question the contrast between a configuration space as a mathematical space employed to represent the physical r ...
... the context of the search for a quantum theory of gravity according to which physical space may have more than four dimensions (as e.g. in string theory): these proposals do not call into question the contrast between a configuration space as a mathematical space employed to represent the physical r ...
Hamiltonians Defined as Quadratic Forms
... up is the method of defining — A + Vasa sum of operators on D( — Δ\ for Strichartz [9] has shown a multiplication operator V(x) has D(V) D D( — Δ) if and only if V is "uniformly locally L2" in which case —A + V is self-adjoint on D( — A) by Kato's theorem [3]. To find a suitable substitute for defin ...
... up is the method of defining — A + Vasa sum of operators on D( — Δ\ for Strichartz [9] has shown a multiplication operator V(x) has D(V) D D( — Δ) if and only if V is "uniformly locally L2" in which case —A + V is self-adjoint on D( — A) by Kato's theorem [3]. To find a suitable substitute for defin ...
Newton`s cradle analogue with Bose
... Classical machines represent a smart way to transmit insight of physical mechanisms concealed into nature. Quantum Mechanics has been one of the most prolific sources of unexpected phenomena, but is often hard to understand. Thus, finding a classical machine which is a paradigm for the quantum natur ...
... Classical machines represent a smart way to transmit insight of physical mechanisms concealed into nature. Quantum Mechanics has been one of the most prolific sources of unexpected phenomena, but is often hard to understand. Thus, finding a classical machine which is a paradigm for the quantum natur ...