Schroedinger`s Model of Hydrogen Atom
... This theory represented a significant advance on classical physics. It used an amalgam of classical physics and what has become known as the ‘old quantum theory’. However, as frequently happens, the success did not survive closer examination and the advances in knowledge after Bohr’s work. Attempts ...
... This theory represented a significant advance on classical physics. It used an amalgam of classical physics and what has become known as the ‘old quantum theory’. However, as frequently happens, the success did not survive closer examination and the advances in knowledge after Bohr’s work. Attempts ...
Standard and derived Planck quantities
... base units of the SI system (even though by definition they are indeed the only universally accepted fundamental units of measurement extant today), but instead to some other type of special physical quantities that either can or do play an important role in one or more branches of physics. Physicis ...
... base units of the SI system (even though by definition they are indeed the only universally accepted fundamental units of measurement extant today), but instead to some other type of special physical quantities that either can or do play an important role in one or more branches of physics. Physicis ...
Semiclassical Methods for Many-Body Systems
... ~ expantion since in the limit ~ → 0 the system can be described exactly by classical mechanics. Another way is to take a classical quantity and introduce the important quantum mechanical properties that are affecting the system. This is the basis for the correlated Thomas-Fermi approximation discus ...
... ~ expantion since in the limit ~ → 0 the system can be described exactly by classical mechanics. Another way is to take a classical quantity and introduce the important quantum mechanical properties that are affecting the system. This is the basis for the correlated Thomas-Fermi approximation discus ...
IBM Josephson junction qubit
... Strategy: correspondence principle --Write circuit equations of motion: these are equations of classical mechanics --Technical challenge: it is a classical mechanics with constraints; must find the “unconstrained” set of circuit variables --find a Hamiltonian/Lagrangian from which these classical eq ...
... Strategy: correspondence principle --Write circuit equations of motion: these are equations of classical mechanics --Technical challenge: it is a classical mechanics with constraints; must find the “unconstrained” set of circuit variables --find a Hamiltonian/Lagrangian from which these classical eq ...
1 simultaneous polarization squeezing of all three stokes
... Products of quantum fluctuations in two noncommuting observables satisfy the uncertainty relation but the individual fluctuations can be reduced and this gives the well known concept of squeezing. In classical optics the polarization state of light beam can be visualized as direction of a Stokes vec ...
... Products of quantum fluctuations in two noncommuting observables satisfy the uncertainty relation but the individual fluctuations can be reduced and this gives the well known concept of squeezing. In classical optics the polarization state of light beam can be visualized as direction of a Stokes vec ...
Conclusive exclusion of quantum states
... systems’ complete states. This second, quantum, task is related to the problem of “Hedging bets with correlated quantum strategies” as introduced in [17] and expanded upon in [18]. By calculating Bob’s probability of success in the PBR game under each of these schemes, we gain a measure of how the p ...
... systems’ complete states. This second, quantum, task is related to the problem of “Hedging bets with correlated quantum strategies” as introduced in [17] and expanded upon in [18]. By calculating Bob’s probability of success in the PBR game under each of these schemes, we gain a measure of how the p ...
B.Sc. (H) PHYSICS THREE-YEAR FULL-TIME PROGRAMME (Six-Semester Course)
... Lorentz Transformations. Simultaneity and Order of Events. Lorentz Contraction. Time Dilation. Relativistic Transformation of Velocity, Frequency and Wave Number. Relativistic Addition of Velocities. Variation of Mass with Velocity. Rest Mass. Massless Particles. Massenergy Equivalence. Bucherer’s e ...
... Lorentz Transformations. Simultaneity and Order of Events. Lorentz Contraction. Time Dilation. Relativistic Transformation of Velocity, Frequency and Wave Number. Relativistic Addition of Velocities. Variation of Mass with Velocity. Rest Mass. Massless Particles. Massenergy Equivalence. Bucherer’s e ...
Squeezed light
... functions of the position- and momentum-squeezed vacuum states, respectively. The squeezing feature becomes ...
... functions of the position- and momentum-squeezed vacuum states, respectively. The squeezing feature becomes ...
Information Geometric Superactivation of Asymptotic Quantum
... [Shor94], and Grover introduced the quantum searching algorithm in 1996 [Grover96], results in the field of quantum algorithms tapered off somewhat. In the middle of the 90s, there was a silence in the field of quantum algorithms and this did not change until the beginning of the present century. Th ...
... [Shor94], and Grover introduced the quantum searching algorithm in 1996 [Grover96], results in the field of quantum algorithms tapered off somewhat. In the middle of the 90s, there was a silence in the field of quantum algorithms and this did not change until the beginning of the present century. Th ...
Quantum scattering
... Therefore, the task of constructing the semiclassics of a scattering system is completed, if we can find a connection between the spectral density d(E) and the scattering matrix S . We will see that (35.12) provides the clue. Note that the right hand side of (35.12) has nearly the structure of (35.1 ...
... Therefore, the task of constructing the semiclassics of a scattering system is completed, if we can find a connection between the spectral density d(E) and the scattering matrix S . We will see that (35.12) provides the clue. Note that the right hand side of (35.12) has nearly the structure of (35.1 ...