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arXiv quant-ph/0004098quant-ph
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分割光孤子产生纠缠光束

Partitioning optical solitons for generating entangled light beams

Eduard Schmidt, Ludwig Knoll, Dirk-Gunnar Welsch

摘要:

结果表明,光孤子的二分性可以用来产生纠缠光束。对于N束缚孤子N= 2,3,可实现的纠缠量比基本孤子(N=1)大得多。纠缠光束的模式结构的分析表明,只有N个模式基本上是纠缠的。特别是,分割的基本孤子有效地产生2模压缩光。

英文摘要:

It is shown that bipartition of optical solitons can be used to generate entangled light beams. The achievable amount of entanglement can be substantially larger for N-bound solitons N=2,3 than for the fundamental soliton (N=1). An analysis of the mode structure of the entangled beams shows that just N modes are essentially entangled. In particular, partitioning of the fundamental soliton effectively produces 2-mode squeezed light.

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