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原子和核结构的少体理论方法改进后用以研究磁场下包含三个电子的二维量子点的电子性质。我们首先解析地证明了对应于三电子系统基态的幻数角动量的存在起源于量子力学对称性的要求。基于少体理论方法的计算确认了上述理论分析的正确性,计算同时显示出磁场强度和约束势对三电子系统基态的影响。The few-body theory has been extended to study the electronic properties of the quantum dots subjected to a magnetic field, which contains three electrons. We have analytically proved that the "magic angular momenta" are orginated from the symmetries of the quantum mechanics. Based on the few-body theory, calculations confirm the conclusion stated above. The influences of magnetic field and confined potential on the ground states of three electron systems has been numerically calculated.







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