We propose and show that the integral of magneton for the neutral atom of coherence along its motion-path in electric field will contribute to a geometric phase.
提出由玻色—爱因斯坦凝聚耦合输出相干中性原子的磁子在电场中的运动来检验沿其运动路径所积累的几何相位.
We propose and show that the integral of magneton for the neutral atom of coherence along its motion-path in electric field will contribute to a geometric phase.
提出由玻色—爱因斯坦凝聚耦合输出相干中性原子的磁子在电场中的运动来检验沿其运动路径所积累的几何相位.
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