Part I
... • The Hamiltonian operator H describes the forces relevant for the problem of interest • In classical mechanics the Hamiltonian is given by the sum of kinetic and potential V energies • For example, for the one-dimensional translational motion of a particle having mass m and momentum p ...
... • The Hamiltonian operator H describes the forces relevant for the problem of interest • In classical mechanics the Hamiltonian is given by the sum of kinetic and potential V energies • For example, for the one-dimensional translational motion of a particle having mass m and momentum p ...
Crystallization of strongly interacting photons in a nonlinear optical fiber
... pulse, given by a coherent state, is incident from one direction. It is injected into the waveguide with the copropagating control field (say Ω+ (t )) turned on, whereas the counter-propagating control field Ω− (t ) is off. This describes the usual situation in EIT, where the input field is mapped i ...
... pulse, given by a coherent state, is incident from one direction. It is injected into the waveguide with the copropagating control field (say Ω+ (t )) turned on, whereas the counter-propagating control field Ω− (t ) is off. This describes the usual situation in EIT, where the input field is mapped i ...
Quantum fluid dynamics approach for electronic - Prof. Shih
... An approximate approach to many-particle systems was developed earlier by Bloch [4] based on the framework of a time-dependent Thomas–Fermi (TDTF) model [5, 6]. The TF model can be considered as a crude version of quantum fluid dynamics (QFD) where the electronic system is considered as a gas of alm ...
... An approximate approach to many-particle systems was developed earlier by Bloch [4] based on the framework of a time-dependent Thomas–Fermi (TDTF) model [5, 6]. The TF model can be considered as a crude version of quantum fluid dynamics (QFD) where the electronic system is considered as a gas of alm ...
Electrodynamic Containment of Charged Particles
... occur when a z= - qz2/4. A further increase in r focusing will increase the resultant frequency of motion in the r direction while decreasing the resultant frequency in the z direction, and one finds a condition in which the particle will vibrate on the average twice as fast in tht:. r direction as ...
... occur when a z= - qz2/4. A further increase in r focusing will increase the resultant frequency of motion in the r direction while decreasing the resultant frequency in the z direction, and one finds a condition in which the particle will vibrate on the average twice as fast in tht:. r direction as ...
Orbits in a central force field: Bounded orbits
... The central force motion is one of the oldest and widely studied problems in classical mechanics. Several familiar force-laws in nature, e.g., Newton’s law of gravitation, Coulomb’s law, van-der Waals force, Yukawa interaction, and Hooke’s law are all examples of central forces. The central force pr ...
... The central force motion is one of the oldest and widely studied problems in classical mechanics. Several familiar force-laws in nature, e.g., Newton’s law of gravitation, Coulomb’s law, van-der Waals force, Yukawa interaction, and Hooke’s law are all examples of central forces. The central force pr ...
Quantum Probabilistic Dyadic Second-Order Logic⋆
... as well as of the finite dimensionality; it translates effectively the probabilistic dyadic second-order logic of finite-dimensional quantum systems into the decidable first-order theory of reals. This proof method is inspired by the one given by Dunn et al. in [10], where the traditional (propositi ...
... as well as of the finite dimensionality; it translates effectively the probabilistic dyadic second-order logic of finite-dimensional quantum systems into the decidable first-order theory of reals. This proof method is inspired by the one given by Dunn et al. in [10], where the traditional (propositi ...
Chapter 5 Wave Mechanics
... is an issue that cannot be considered here. It is sufficient to interpret this wave function as saying that because it has the same amplitude everywhere in space, the particle is equally likely to be found anywhere. Finally we note that provided the wave function is normalized to unity, the probabil ...
... is an issue that cannot be considered here. It is sufficient to interpret this wave function as saying that because it has the same amplitude everywhere in space, the particle is equally likely to be found anywhere. Finally we note that provided the wave function is normalized to unity, the probabil ...
QUANTUM ERROR CORRECTING CODES FROM THE
... quantum error correction (QEC) [1–4] depends upon the existence and identification of states and operators on which the error operators are jointly well-behaved in a precise sense. The stabilizer formalism for QEC [5, 6] gives a constructive framework to find correctable codes for error models of “P ...
... quantum error correction (QEC) [1–4] depends upon the existence and identification of states and operators on which the error operators are jointly well-behaved in a precise sense. The stabilizer formalism for QEC [5, 6] gives a constructive framework to find correctable codes for error models of “P ...
Seminar Quantum Field Theory - Institut für Theoretische Physik III
... In QED the dimension of the coupling constant is the dimension of the electric charge. In our chosen system of unity it is [e] = 0 and therefore we end up with a renormalizable QED. Now have a look on a quantum field theory of Gravitation. The coupling constant of such a theory would be λgrav = Gm. ...
... In QED the dimension of the coupling constant is the dimension of the electric charge. In our chosen system of unity it is [e] = 0 and therefore we end up with a renormalizable QED. Now have a look on a quantum field theory of Gravitation. The coupling constant of such a theory would be λgrav = Gm. ...
How Fractional Charge on an Electron in the Momentum Space is
... That is why Eisenstein of Caltech (USA), on the basis of experimental results, considered quasi particle nature of bounded electron due to its morphological changes. ...
... That is why Eisenstein of Caltech (USA), on the basis of experimental results, considered quasi particle nature of bounded electron due to its morphological changes. ...
