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Search Results: 1 - 10 of 5344 matches for " Quantum Trajectory "
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Compatibility of Quantum Entanglement with the Special Theory of Relativity  [PDF]
Burke Ritchie
Journal of Quantum Information Science (JQIS) , 2014, DOI: 10.4236/jqis.2014.42009
Abstract:

The Einstein-Podolsky-Rosen paradox is resolved dynamically by using spin-dependent quantum trajectories inferred from Dirac’s equation for a relativistic electron. The theory provides a practical computational methodology for studying entanglement versus disentanglement for realistic Hamiltonians.

Use of Quantum Trajectories in Computational Molecular Bioscience  [PDF]
Burke Ritchie
Computational Molecular Bioscience (CMB) , 2014, DOI: 10.4236/cmb.2014.41002
Abstract:
A spin-dependent quantum trajectory methodology is outlined which achieves electron exchangecorrelation on an ab initio basis. The methodology is intended to give workers in electronic structure the same computational capability which has been available for decades in classical dynamics.
One-Dimensional Filamentary Multiparticle Quantum Structures Arising in the Plane Transverse to External Homogeneous Magnetic Field  [PDF]
Vladimir V. Lugovoi
Journal of Modern Physics (JMP) , 2015, DOI: 10.4236/jmp.2015.67103
Abstract: It is shown that a single-particle wave function Ψ, obtained (Landau, 1930) as a solution of the Schr?dinger equation (for a charged particle in a homogeneous magnetic field), and an operator relation of?\"\"(or equation?\"\") lead to the dynamic description of one-dimensional many-particle quantum filamentary states. Thus, one can overcome the problem, connected with the finding of many-body wave function as solution of the Schr?dinger equation with a very tangled Hamiltonian for multi-body system. An effect of nonlocality appears. The dependence of the linear density of particles on the magnetic field and on the number of particles in the one- dimension filamentary multiparticle quantum structure is calculated.
Exact Quasi-Classical Asymptotic beyond Maslov Canonical Operator and Quantum Jumps Nature  [PDF]
Jaykov Foukzon, Alex Potapov, Stanislav Podosenov
Journal of Applied Mathematics and Physics (JAMP) , 2015, DOI: 10.4236/jamp.2015.35072
Abstract: Exact quasi-classical asymptotic beyond WKB-theory and beyond Maslov canonical operator to the Colombeau solutions of the n-dimensional Schrodinger equation is presented. Quantum jumps nature is considered successfully. We pointed out that an explanation of quantum jumps can be found to result from Colombeau solutions of the Schrodinger equation alone without additional postulates.
Some Success Applications for Local-Realism Quantum Mechanics: Nature of Covalent-Bond Revealed and Quantitative Analysis of Mechanical Equilibrium for Several Molecules  [PDF]
Runsheng Tu
Journal of Modern Physics (JMP) , 2014, DOI: 10.4236/jmp.2014.56041
Abstract:

With local realism quantum mechanics established, we can simply describe an extranuclear electron as a large-scale elastic ring with an elastic phase trajectory. Several small molecules can thus be strictly calculated through the logical method of establishing an accurate mechanical equilibrium equation describing the molecular structure, then solving the strict solutions of this mechanical equation and the corresponding wave equation. The results (bond length and dissociation energy) are in good agreement with observed results—i.e. if it is only coincidence, there should not be such a high probability of agreement between calculated and observed results. The method of local realism quantum mechanics is no longer the semi-empirical method. The method to calculate the electron pairing energy uses a linear regression of the ionization energy obtained through experiment. Nonetheless, it is exciting that there are diatomic molecules such as Na2, K2 and asymmetric HF molecules that possess a non-zero non-bonding electron number in the calculation examples. Moreover, the molecular structures are very intuitive, and the calculation method is much simpler than existing methods.

Controlling the entanglement among three atoms by quantum-jump-based feedback
耗散环境下三原子之间稳定纠缠的量子反馈控制

Chen Yu,Zou Jian,Li Jun-Gang,Shao Bin,
陈宇
,邹健,李军刚,邵彬

物理学报 , 2010,
Abstract: We consider a model consisting of three two-level atoms in a heavily damped cavity. We show that the quantum-jump-based feedback can be used to generate a steady entangled state of three atoms against decoherence. When the feedback acts on just one of the atoms, it can protect a maximally entangled state of other two atoms. When the feedback acts on three atoms, by choosing appropriate parameters we can obtain a decoherence-free subspace spanned by two vectors, and by using quantum trajectory Monte Carlo wave function method we find that the maximally entangled state of three atoms in this decoherence-free subspace can be obtained for some specific initial conditions.
Modified de Broglie--Bohm approach to the Schwarzschild black hole

Wang Bo-Bo,

中国物理 B , 2008,
Abstract: A modified de Broglie--Bohm approach is generalized to the Schwarzschild black hole. By using this method, the quantum potential and the quantum trajectories of the black hole are investigated. And we find that the linear combination of two particular solutions of the black hole wavefunction is not physical although each of them is physical, if we think that the quantum gravity should reduce into its corresponding classical counterpart in which the gravity vanishes. It seems to confirm the argument, given by Alwis and MacIntire, that a possible resolution on the quantum gravity is to give up the superposition principle.
Dimension of Phase Point Trajectory  [PDF]
Kun Yao
International Journal of Modern Nonlinear Theory and Application (IJMNTA) , 2015, DOI: 10.4236/ijmnta.2015.44019
Abstract: In a physical system, phase point trajectory is impossible to be space-filling curve, of which the dimension is not greater than one. Equipotential map concept is proposed. When phase point trajectory dimension is 0, calculus tool is no longer applicable. System state can be changed instantly. When phase point trajectory dimension is 1, differential equation can be used to handle this case.
Five Experimental Tests on the 5-Qubit IBM Quantum Computer  [PDF]
Diego García-Martín, Germán Sierra
Journal of Applied Mathematics and Physics (JAMP) , 2018, DOI: 10.4236/jamp.2018.67123
Abstract: The 5-qubit quantum computer prototypes that IBM has given open access to on the cloud allow the implementation of real experiments on a quantum processor. We present the results obtained in five experimental tests performed on these computers: dense coding, quantum Fourier transforms, Bell’s inequality, Mermin’s inequalities (up to n=5) and the construction of the prime state \"\". These results serve to assess the functioning of the IBM 5Q chips.
Continuous Controller Design for Quantum Shannon Entropy  [PDF]
Yifan Xing, Wensen Huang, Jinhui Zhao
Intelligent Control and Automation (ICA) , 2016, DOI: 10.4236/ica.2016.73007
Abstract: This paper proposes the continuous controller design method for quantum Shannon entropy, which can continuously drive the entropy to track a desired trajectory. We also analyzed the controllability of Shannon entropy in very short time interval. Simulations are done on five dimensional quantum system, which can verify the validation of the method.
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