Quantum physics I
... the visible- the particles- to the underlying entity, the field. …The field exists always and everywhere; it can never be removed. It is the carrier of all material phenomena. It is the ‘void” …Being and fading are merely forms of motions of the field.” ...
... the visible- the particles- to the underlying entity, the field. …The field exists always and everywhere; it can never be removed. It is the carrier of all material phenomena. It is the ‘void” …Being and fading are merely forms of motions of the field.” ...
The Sanity Project A Survival Guide and Celebration of Homeless
... • “Sticky frantic, wringing hands, miracles and getting home late” ...
... • “Sticky frantic, wringing hands, miracles and getting home late” ...
Annalen der Physik
... under the Galilean group. It was thought the equations were valid on a reference frame at rest with respect to the ether. The Michelson & Morley experiment was designed to measure the speed of the earth with respect to the ether. ...
... under the Galilean group. It was thought the equations were valid on a reference frame at rest with respect to the ether. The Michelson & Morley experiment was designed to measure the speed of the earth with respect to the ether. ...
ppt
... Quantum physics describes the world of the small. Introduced by Planck to describe the energy in light (radiation) as being made up of quanta or photons. Such quantum particles can only be described by their probabilities since their motions are random. Wave function describes the state of a particl ...
... Quantum physics describes the world of the small. Introduced by Planck to describe the energy in light (radiation) as being made up of quanta or photons. Such quantum particles can only be described by their probabilities since their motions are random. Wave function describes the state of a particl ...
Quantum entropy and its use
... Entropy is a central quantity in information theory, probability and physics. This spring school will focus on fundamental concepts and basic operational interpretations of entropy with a particular focus on applications to quantum mechanics. The goal is provide a thorough overview ranging from fund ...
... Entropy is a central quantity in information theory, probability and physics. This spring school will focus on fundamental concepts and basic operational interpretations of entropy with a particular focus on applications to quantum mechanics. The goal is provide a thorough overview ranging from fund ...
Models of the Atom
... Electron Waves and Orbits Why does an atomic electron follow certain orbits only? The de Broglie wavelength of the electron is exactly equal to the circumference of its ground state (the innermost orbit with n=1). If we consider the vibrations of a wire loop, we find that their wavelengths always f ...
... Electron Waves and Orbits Why does an atomic electron follow certain orbits only? The de Broglie wavelength of the electron is exactly equal to the circumference of its ground state (the innermost orbit with n=1). If we consider the vibrations of a wire loop, we find that their wavelengths always f ...
ppt - Max-Planck
... Closed by Rowe et al., Nature 409, 791 (2001) Freedom-of-choice loophole: The setting choices may be correlated with the hidden variables Closed by Scheidl et al., PNAS 107, 10908 (2010) [this talk] ...
... Closed by Rowe et al., Nature 409, 791 (2001) Freedom-of-choice loophole: The setting choices may be correlated with the hidden variables Closed by Scheidl et al., PNAS 107, 10908 (2010) [this talk] ...
On the Problem of Hidden Variables in Quantum Mechanics
... This is true for quantum mechanical states; it is required by von Neumann of the hypothetical dispersion free states also. In the two-dimensional example of Sec. II, the expectation value must then be a linear function of a and g. But for a dispersion free state (which has no statistical character) ...
... This is true for quantum mechanical states; it is required by von Neumann of the hypothetical dispersion free states also. In the two-dimensional example of Sec. II, the expectation value must then be a linear function of a and g. But for a dispersion free state (which has no statistical character) ...
Quantum spin
... aforementioned eigenvalue problem of the Heisenberg spin-chain. It is worthwhile to introduce them by giving a rough overview over the historical development. Historically, Bethe's 1931 work on the isotropic case (gx = gy = gz), known as the XXX model, had a major impact and was the starting point f ...
... aforementioned eigenvalue problem of the Heisenberg spin-chain. It is worthwhile to introduce them by giving a rough overview over the historical development. Historically, Bethe's 1931 work on the isotropic case (gx = gy = gz), known as the XXX model, had a major impact and was the starting point f ...
Heisenberg, Matrix Mechanics, and the Uncertainty Principle Genesis
... — except that now there could even be an infinite number of distinct eigenvalues, and hence as many mutually orthogonal eigenvectors “pointing” along different independent directions in the linear vector space. Again, just as we have unit vectors êx , êy , êz along the Cartesian axes, we can norm ...
... — except that now there could even be an infinite number of distinct eigenvalues, and hence as many mutually orthogonal eigenvectors “pointing” along different independent directions in the linear vector space. Again, just as we have unit vectors êx , êy , êz along the Cartesian axes, we can norm ...
Quantum dots and radio-frequency electrometers in silicon
... Cavendish Laboratory, University of Cambridge An important goal for solid-state quantum computing is to confine a single electron in silicon, then manipulate and subsequently determine its spin state. Silicon has a low nuclear spin density which, together with the low spin-orbit coupling in this mat ...
... Cavendish Laboratory, University of Cambridge An important goal for solid-state quantum computing is to confine a single electron in silicon, then manipulate and subsequently determine its spin state. Silicon has a low nuclear spin density which, together with the low spin-orbit coupling in this mat ...
Copenhagen Interpretation (of quantum physics)
... From the book Schrodinger’s Kittens and the Search for Reality by physicists John Gribbin: “Other people, notably including the Germans Werner Heisenberg and Max Born, made major contributions to the package of ideas that became the Copenhagen Interpretation, But [Neils] Bohr was always its most eva ...
... From the book Schrodinger’s Kittens and the Search for Reality by physicists John Gribbin: “Other people, notably including the Germans Werner Heisenberg and Max Born, made major contributions to the package of ideas that became the Copenhagen Interpretation, But [Neils] Bohr was always its most eva ...