Quantum Mechanical Laws
... 2. Black Body Radiation: The Lateral Problem Becomes Fundamental While developing the deterministic scheme, the classical theories did not neglect the statistical laws. The scientists of XIX century knew and were applying the probabilistic descriptions in which not all physical parameters could be c ...
... 2. Black Body Radiation: The Lateral Problem Becomes Fundamental While developing the deterministic scheme, the classical theories did not neglect the statistical laws. The scientists of XIX century knew and were applying the probabilistic descriptions in which not all physical parameters could be c ...
Stealth communication: Zero-power classical communication, zero
... communication devices require many energy quanta, no quanta are sent through the information channel and the energy transfer between the sender and receiver is zero. A similar solution can also be achieved by two coupled quantum systems, one at the sender’s side and one at the receiver’s side, respe ...
... communication devices require many energy quanta, no quanta are sent through the information channel and the energy transfer between the sender and receiver is zero. A similar solution can also be achieved by two coupled quantum systems, one at the sender’s side and one at the receiver’s side, respe ...
Quantum Mechanical Laws
... 2. Black Body Radiation: The Lateral Problem Becomes Fundamental While developing the deterministic scheme, the classical theories did not neglect the statistical laws. The scientists of XIX century knew and were applying the probabilistic descriptions in which not all physical parameters could be c ...
... 2. Black Body Radiation: The Lateral Problem Becomes Fundamental While developing the deterministic scheme, the classical theories did not neglect the statistical laws. The scientists of XIX century knew and were applying the probabilistic descriptions in which not all physical parameters could be c ...
Classical World because of Quantum Physics
... Under non-classical Hamiltonians and fuzzy measurements a quantum state can be described by a classical mixture at any instant of time but the time evolution of this mixture cannot be understood classically. ...
... Under non-classical Hamiltonians and fuzzy measurements a quantum state can be described by a classical mixture at any instant of time but the time evolution of this mixture cannot be understood classically. ...
CASYS'09 Computing Anticipatory Systems
... their global nature emerging from local deformation processes. It also provides insights on the geometrical (fractal) properties of coherent states. My conclusion is that fractals are global systems arising from local deformation processes. Therefore they cannot be purely geometric objects. Their co ...
... their global nature emerging from local deformation processes. It also provides insights on the geometrical (fractal) properties of coherent states. My conclusion is that fractals are global systems arising from local deformation processes. Therefore they cannot be purely geometric objects. Their co ...
The deuteron
... 2. Spin-orbit interactions, relativistic effects, and meson exchanges may have greater effects on μ than the d-state admixture (but may cancel one another’s effect). 3. For the quadrupole moment, the poor knowledge of the d-state wave function makes the deduced d-state admixture uncertain. 4. Other ...
... 2. Spin-orbit interactions, relativistic effects, and meson exchanges may have greater effects on μ than the d-state admixture (but may cancel one another’s effect). 3. For the quadrupole moment, the poor knowledge of the d-state wave function makes the deduced d-state admixture uncertain. 4. Other ...
PPT
... Every substance has its own signature of what colors it can emit. By measuring the colors, we can determine the substance, as well as things about its surroundings (e.g., temperature, magnetic fields), whether its moving (via the Doppler effect), etc. Optical spectroscopy is invaluable in materials ...
... Every substance has its own signature of what colors it can emit. By measuring the colors, we can determine the substance, as well as things about its surroundings (e.g., temperature, magnetic fields), whether its moving (via the Doppler effect), etc. Optical spectroscopy is invaluable in materials ...
Base units of the SI, fundamental constants and
... (i) the metre has already been redefined from the second and the speed of light; (ii) the kilogram could be redefined at a relatively short notice from the Planck constant, thanks to the watt balance using the equivalence between the electrical watt and the mechanical watt; (iii) the electrical units ...
... (i) the metre has already been redefined from the second and the speed of light; (ii) the kilogram could be redefined at a relatively short notice from the Planck constant, thanks to the watt balance using the equivalence between the electrical watt and the mechanical watt; (iii) the electrical units ...
Lecture 15
... values l = 0, 1, 2, .... Yet this new property must be due to some kind of angular momentum, since a magnetic moment results. In 1925, Wolfgang Pauli explained this behavior by postulating that an electron could exist in two states. To label these states, Pauli postulated the existence of a fourth q ...
... values l = 0, 1, 2, .... Yet this new property must be due to some kind of angular momentum, since a magnetic moment results. In 1925, Wolfgang Pauli explained this behavior by postulating that an electron could exist in two states. To label these states, Pauli postulated the existence of a fourth q ...
Comment on “The quantum pigeonhole principle and the nature of
... The implicit assumption seems to be that when the quantum system is in state Ψ, it is meaningful to speak of particles 1 and 2 (say) being in different boxes. That is, the authors’ argument seems to rest on an unstated assumption that there is some underlying classical reality in which each particle ...
... The implicit assumption seems to be that when the quantum system is in state Ψ, it is meaningful to speak of particles 1 and 2 (say) being in different boxes. That is, the authors’ argument seems to rest on an unstated assumption that there is some underlying classical reality in which each particle ...
Polaronic states in II–VI quantum dot
... attracted much attention in the last decade as it has been possible to produce well characterised quasizero-dimensional structures. The optical properties are influenced by electron and hole interaction with longitudinal optical LO phonons [1]. In low dimensional structures, the electron and the pho ...
... attracted much attention in the last decade as it has been possible to produce well characterised quasizero-dimensional structures. The optical properties are influenced by electron and hole interaction with longitudinal optical LO phonons [1]. In low dimensional structures, the electron and the pho ...
symmetry in atomic and molecular systems
... The quantum states of the hydrogen a t o m a r e characterized by not only the angular momentum quantum number l (we f o l l o w t h e c o n v e n t i o n of using l o w e r c a s e for a single electron's quantum numbers and capitals for the resultant of all the electrons), but also by a principal ...
... The quantum states of the hydrogen a t o m a r e characterized by not only the angular momentum quantum number l (we f o l l o w t h e c o n v e n t i o n of using l o w e r c a s e for a single electron's quantum numbers and capitals for the resultant of all the electrons), but also by a principal ...
The classical and quantum mechanics of a particle on a knot.
... operators pθ and θ do not commute requires us to perform an operator-ordering of the classical Hamiltonian. The above analysis shows that while toroidal coordinates are ideally suited to consider the motion of a particle on a circle in the xy-plane, they are more cumbersome when it comes to handling ...
... operators pθ and θ do not commute requires us to perform an operator-ordering of the classical Hamiltonian. The above analysis shows that while toroidal coordinates are ideally suited to consider the motion of a particle on a circle in the xy-plane, they are more cumbersome when it comes to handling ...
Fermionic quantum criticality and the fractal nodal surface
... -> A fractal nodal surface is a necessary condition for a fermionic quantum critical state. -> Fermionic backflow wavefunctions have a fractal nodal surface: Mottness. Work in progress: reading the physics from bosons and nodal geometry (Fermi-liquids, superconductivity, criticality … ) . ...
... -> A fractal nodal surface is a necessary condition for a fermionic quantum critical state. -> Fermionic backflow wavefunctions have a fractal nodal surface: Mottness. Work in progress: reading the physics from bosons and nodal geometry (Fermi-liquids, superconductivity, criticality … ) . ...
Particle Physics 1
... 1932 Chadwick: Discovery of the neutron. The atomic nucleus contains both protons and neutrons. The role of the neutrons is associated with the binding force between the positively charged protons. The Photon 1900 Planck: Description blackbody spectrum with quantized radiation. No interpretation. 19 ...
... 1932 Chadwick: Discovery of the neutron. The atomic nucleus contains both protons and neutrons. The role of the neutrons is associated with the binding force between the positively charged protons. The Photon 1900 Planck: Description blackbody spectrum with quantized radiation. No interpretation. 19 ...
93, 074101 (2004)
... ensembles for separable or nonseparable systems, respectively [3]. In the limit of short wavelengths (geometric optics) [4], classical trajectories emerge from the linear Schrödinger equation, and the two types of quantum statistics have been linked to different classical behaviors: Poisson to regu ...
... ensembles for separable or nonseparable systems, respectively [3]. In the limit of short wavelengths (geometric optics) [4], classical trajectories emerge from the linear Schrödinger equation, and the two types of quantum statistics have been linked to different classical behaviors: Poisson to regu ...
Pauli exclusion principle - University of Illinois Archives
... an electron to the nucleus of the atom necessarily increases its kinetic energy, basically an application of the uncertainty principle of Heisenberg. [3] However, stability of large systems with many electrons and many nuclei is a different matter, and requires the Pauli exclusion principle. [4] Som ...
... an electron to the nucleus of the atom necessarily increases its kinetic energy, basically an application of the uncertainty principle of Heisenberg. [3] However, stability of large systems with many electrons and many nuclei is a different matter, and requires the Pauli exclusion principle. [4] Som ...