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Cavity QED and quantum computation in the weak coupling regime

机译:弱耦合条件下的腔QED和量子计算

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摘要

In this paper we consider a model of quantum computation based on n atoms, laser cooled and trapped linearly in a cavity, and realize it as the n-atom Tavis-Cummings Hamiltonian interacting with n external (laser) fields.We solve the Schrodinger equation of the model in the case of n = 2 and construct the controlled NOT gate by making use of a resonance condition and the rotating wave approximation associated with it. Our method is not heuristic but completely mathematical, and the significant feature is the consistent use of Rabi oscillations.We also present an idea for the construction of three controlled NOT gates in the case of n = 3 which gives a controlled-controlled NOT gate.
机译:在本文中,我们考虑了一个基于n个原子的量子计算模型,该模型被激光冷却并被线性捕获在一个腔体内,并将其实现为与n个外部(激光)场相互作用的n原子Tavis-Cummings哈密顿量,我们求解了薛定inger方程在n = 2的情况下,对模型进行建模,并利用谐振条件和与其相关的旋转波近似来构造受控的非门。我们的方法不是启发式的,而是完全数学的,其主要特点是始终使用Rabi振荡。在n = 3的情况下,我们还提出了构造三个受控NOT门的想法,这给出了受控受控NOT门。

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