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拉格朗日力学的特点
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作者 马为川 《湖北大学成人教育学院学报》 2002年第2期69-70,75,共3页
本文通过对牛顿力学和拉格朗日力学的比较 。
关键词 拉格朗日力学 牛顿力学 分析力学 广义物理量 守恒量 非惯性系 物理学课程
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Allowable Generalized Quantum Gates Using Nonlinear Quantum Optics
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作者 李春燕 李俊林 《Communications in Theoretical Physics》 SCIE CAS CSCD 2010年第1期75-77,共3页
In this paper, we give an efficient physical realization of a double-slit duality quantum gate. Weak cross- Kerr nonlinearity is exploited here. The probability of success can reach 1/2. Asymmetrical slit duality cont... In this paper, we give an efficient physical realization of a double-slit duality quantum gate. Weak cross- Kerr nonlinearity is exploited here. The probability of success can reach 1/2. Asymmetrical slit duality control gate also can be constructed conveniently. The special quantum control gate could be realized easily in optical system by our current experimental technology. 展开更多
关键词 duality quantum computer quantum control gate weak cross-Kerr nonlinearity
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New generalized bipartite coherent-entangled state representation and its application 被引量:1
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作者 YU WenJian YUAN HongChun WANG JiSuo 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS 2011年第12期2155-2159,共5页
The new generalized coherent-entangled state representation |α, p μ,ν is successfully derived via constructing the integration of unity in normally ordered Gaussian operator forms and then decomposing it as project... The new generalized coherent-entangled state representation |α, p μ,ν is successfully derived via constructing the integration of unity in normally ordered Gaussian operator forms and then decomposing it as projection operators. This is a convenient approach for obtaining new representations. We then prove that |α, p μ,ν has the completeness relation and only partly orthogonal, then discuss how to use a beamsplitter to produce such a state. As its potential application, formulas can be obtained by using the completeness of |α, p μ,ν , which is very important in mathematical physics, especially in quantum optics. 展开更多
关键词 bipartite coherent-entangled state representation Gaussian operator the IWOP technique normally ordered form
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Gravitational Energy-Momentum and Conservation of Energy-Momentum in General Relativity 被引量:1
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作者 吴兆颜 《Communications in Theoretical Physics》 SCIE CAS CSCD 2016年第6期716-730,共15页
Based on a general variational principle, Einstein–Hilbert action and sound facts from geometry, it is shown that the long existing pseudotensor, non-localizability problem of gravitational energy-momentum is a resul... Based on a general variational principle, Einstein–Hilbert action and sound facts from geometry, it is shown that the long existing pseudotensor, non-localizability problem of gravitational energy-momentum is a result of mistaking different geometrical, physical ob jects as one and the same. It is also pointed out that in a curved spacetime, the sum vector of matter energy-momentum over a finite hyper-surface can not be defined. In curvilinear coordinate systems conservation of matter energy-momentum is not the continuity equations for its components. Conservation of matter energy-momentum is the vanishing of the covariant divergence of its density-flux tensor field. Introducing gravitational energy-momentum to save the law of conservation of energy-momentum is unnecessary and improper. After reasonably defining "change of a particle's energy-momentum", we show that gravitational field does not exchange energy-momentum with particles. And it does not exchange energy-momentum with matter fields either. Therefore, the gravitational field does not carry energy-momentum, it is not a force field and gravity is not a natural force. 展开更多
关键词 pseudotensor non-localizability gravitational energy-momentum energy-momentum conservation
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