波函数是量子力学描写微观系统状态 (又称量子态或态) 的函数。是量子力学基本原理之一,也是量子力学中最基本最重要的量。在经典力学中,用质点的位置和动量(或速度) 来描写宏观质点的运动状态,当坐标和动量确定之后,质点的其他力学量,如能量等也就随之确定了。 自旋波函数是描述原子在自旋时系统状态的波函数。
相反,如果我们考虑一个波函数,然后用n, l, m小标l,还有自旋,我们描述的是什么?
In contrast, if we're taking the wave function and describing it in terms of n, l, m sub l, and now also, the spin, what are we describing here?
利用强束缚量子点模型,忽略杂质对于电子波函数的影响,我们还讨论了如何利用核自旋构造量子位。
By making use of the strong bound quantum dot model and neglecting the effects of impurity on electron wave function, this thesis is also reported how to use the spin of nuclear as the quantum bit.
通过两种不同方法得到了任意时刻体系的状态波函数,加深了对定域电子自旋性质的掌握。
Meanwhile, we gave the state wave function in arbitrary hour by means of different methods, which made the comprehension for the spin of localized electron easier.
In contrast, if we're taking the wave function and describing it in terms of n, l, m sub l, and now also, the spin, what are we describing here?
相反,如果我们考虑一个波函数,然后用n,l,m小标l,还有自旋,我们描述的是什么?
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