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对于脆弱纠缠态分析了它们在低温条件欧姆型耗散下的纠缠消相干演化动力学。
The dynamics of entanglement decoherence for fragile entangled states is discussed by taking into account the ohmic dissipation under the low temperature approximation.
研究纠缠、相干性及非定域性这些量子特性随时间的演化具有重要意义。
It is important to study how the quantum property such as entanglement, coherence, and nonlocality evolve with time.
用分离变量法研究了新(2 + 1)维非线性演化方程的相干孤子结构。
The variable separation approach is used to obtain coherent soliton structures of a new (2 + 1) dimensional evolution equation.
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