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Polyacetylene as a qubit system

机译:聚乙炔作为量子位系统

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The dynamics of a polyacetylene single chain as a system for possible physical implementations of quantum bits is determined. This novel proposition is studied by varying intensity and duration of application of an electric field as well as the intensity, number, and position in the polymer chain of impurity molecules. The behavior of soliton pairs, whose associated energy levels form the quantum bit, is analyzed. The chain is modeled by a modified Pariser-Parr-Pople Hamiltonian extended to include the effects of an external electric field and the parameters of the impurity molecules. The effect of the variation of the field and impurities on the separation of the energy levels associated with soliton pairs is analyzed by numerical integration of the equations of motion. Two different approaches for controlling the separation of levels are presented and their features compared. First, we examine the use of changes in the electric field to control the distance (and ultimately coupling) between two solitons moving freely on the chain or captured by the potential generated by the impurity molecules. Second, we look at the change in the intensity of the impurities alone, with no application of an external field. We have found that the effect of the use of the field on the separation of levels is much smaller than the one obtained by changes in the parameters of the impurity molecules, which eventually led us to achieve quantum bit behavior in a polyacetylene chain. The influence of the field and impurity parameters in the energy levels is determined, as is their role in the coupling of the two solitons on the chain. Critical values for distance between solitons, intensity of field, and impurities that determine whether a pair of solitons, can work as a quantum bit are obtained. (C) 2003 Wiley Periodicals, Inc. [References: 17]
机译:确定了聚乙炔单链的动力学,该动力学用于量子位的可能物理实现。通过改变电场的强度和持续时间以及杂质分子在聚合物链中的强度,数量和位置,可以研究这种新颖的命题。分析了其相关能级形成量子位的孤子对的行为。该链通过修改后的Pariser-Parr-Pople哈密顿量建模,扩展为包括外部电场的影响和杂质分子的参数。通过运动方程的数值积分,分析了场和杂质变化对与孤子对相关的能级分离的影响。介绍了两种不同的控制电平分离的方法,并比较了它们的功能。首先,我们研究了利用电场的变化来控制两个孤子在链上自由移动或被杂质分子产生的电势捕获的距离(并最终耦合)。第二,我们仅在不施加外部电场的情况下观察杂质强度的变化。我们已经发现,利用电场对能级分离的影响远小于通过改变杂质分子的参数而获得的影响,这最终导致我们实现了聚乙炔链中的量子位行为。确定场和杂质参数对能级的影响,以及它们在链上两个孤子的耦合中的作用。获得了确定孤子对是否可以作为量子位的孤子之间距离,场强和杂质的临界值。 (C)2003 Wiley Periodicals,Inc. [参考:17]

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