Solid-state quantum computing using spectral holes M. S. Shahriar, P. R. Hemmer,
... linewidths. Here, we propose a method for addressing qubits using a method that combines spatial and spectral selectivity. The result is a design for quantum computation that provides the potential for a high density of quantum information storage and processing. Specifically, this method uses an en ...
... linewidths. Here, we propose a method for addressing qubits using a method that combines spatial and spectral selectivity. The result is a design for quantum computation that provides the potential for a high density of quantum information storage and processing. Specifically, this method uses an en ...
Phys. Chem. Chem. Phys. 14, 9411-20
... and properties of a quantum system, which could be either a stationary molecule or a chemical reaction. The procedure of quantum simulation can be summarized in three steps: (a) preparing the quantum state into an initial state, (b) evolving the initial state with the system Hamiltonian, and (c) mea ...
... and properties of a quantum system, which could be either a stationary molecule or a chemical reaction. The procedure of quantum simulation can be summarized in three steps: (a) preparing the quantum state into an initial state, (b) evolving the initial state with the system Hamiltonian, and (c) mea ...
Particle Accelerator
... A small-scale example of this class is the cathode ray tube [CRT] in an ordinary old TV set. Other examples are the Cockcroft–Walton generator and the Van de Graaf generator. ...
... A small-scale example of this class is the cathode ray tube [CRT] in an ordinary old TV set. Other examples are the Cockcroft–Walton generator and the Van de Graaf generator. ...
Educação - Química Nova
... have with Chemistry. Familiarity with the PT can help in learning important chemical concepts such as Quantum Mechanics (QM). In general, the first introduction of QM is made theoretically by explaining the fundamental experiments or the postulates of QM.1 However, the Periodic Table (PT) could also ...
... have with Chemistry. Familiarity with the PT can help in learning important chemical concepts such as Quantum Mechanics (QM). In general, the first introduction of QM is made theoretically by explaining the fundamental experiments or the postulates of QM.1 However, the Periodic Table (PT) could also ...
The Transactional Interpretation of Quantum Mechanics http://www
... The Role of the Observer in the Transactional Interpretation • In the Copenhagen interpretation, observers have a special role as the collapsers of wave functions. This leads to problems, e.g., in quantum cosmology where no observers are present. • In the transactional interpretation, transactions ...
... The Role of the Observer in the Transactional Interpretation • In the Copenhagen interpretation, observers have a special role as the collapsers of wave functions. This leads to problems, e.g., in quantum cosmology where no observers are present. • In the transactional interpretation, transactions ...
1 Derivation of Schrödinger`s equation Mikhail Batanov, Associate
... where = (x, y, z, t) is the wave function describing the state of an elementary particle, U (x, y, z) is the potential energy of the particle, is the reduced Planck's constant, and m is the mass of the particle. Schrödinger himself was putting together ideas of Louis de Broglie and Albert Eins ...
... where = (x, y, z, t) is the wave function describing the state of an elementary particle, U (x, y, z) is the potential energy of the particle, is the reduced Planck's constant, and m is the mass of the particle. Schrödinger himself was putting together ideas of Louis de Broglie and Albert Eins ...
Dilution-Controlled Quantum Criticality in Rare-Earth Nickelates J.V. Alvarez, H. Rieger, and A. Zheludev
... J=2Si;j1 Si1;j1 Si;j1 Si1;j1 H:c: However, the szi are still good quantum numbers and this prevents spin flipping in the effective Hamiltonian. This is the strongest argument in favor of the low-energy equivalence of models (1) and (2). An essentially identical argument can be applied i ...
... J=2Si;j1 Si1;j1 Si;j1 Si1;j1 H:c: However, the szi are still good quantum numbers and this prevents spin flipping in the effective Hamiltonian. This is the strongest argument in favor of the low-energy equivalence of models (1) and (2). An essentially identical argument can be applied i ...
Advanced Atomic, Molecular and Optical Physics
... Basics of quantum quantum mechanics Erwin Schrödinger ...
... Basics of quantum quantum mechanics Erwin Schrödinger ...
The Hydrogen Atom Revisited
... experimental ground state of 13.6 eV can only exist in a vacuum or in isolation, and atomic hydrogen cannot go below this ground state in isolation. However, there is no known composition of matter containing hydrogen in the ground state of 13.6 eV. It is a myth that hydrogen has a theoretical groun ...
... experimental ground state of 13.6 eV can only exist in a vacuum or in isolation, and atomic hydrogen cannot go below this ground state in isolation. However, there is no known composition of matter containing hydrogen in the ground state of 13.6 eV. It is a myth that hydrogen has a theoretical groun ...
Universal edge information from wavefunction deformation
... TO is characterized by only a set of quantum states. At first sight, the possibility of extracting universal edge information simply from deformations of the FPWs is a rather surprising claim. This is so because the nthRényi entropies of ρL are all equal for the FPW, so one would expect that beyond ...
... TO is characterized by only a set of quantum states. At first sight, the possibility of extracting universal edge information simply from deformations of the FPWs is a rather surprising claim. This is so because the nthRényi entropies of ρL are all equal for the FPW, so one would expect that beyond ...
The Bohr model
... We divide by 2π and use known constants to find that we expect a frequency of 2.43 × 1015 Hz corresponding to 123 nm wavelength. This is approximately the Lyman-alpha wavelength (121.5 nm), but does not account for the infinite spectrum that Hydrogen actually exhibits. Nor does this model incorporat ...
... We divide by 2π and use known constants to find that we expect a frequency of 2.43 × 1015 Hz corresponding to 123 nm wavelength. This is approximately the Lyman-alpha wavelength (121.5 nm), but does not account for the infinite spectrum that Hydrogen actually exhibits. Nor does this model incorporat ...
