In 1993 , bennett et al proposed a scheme for teleporting an unknown quantum state of one - particle 1993年bennett等人提出了传输单粒子未知量子态的方案。
Determination of particle size distribution - single - particle light interaction methods - light interaction considerations 粒径分布的测定.单粒子光干扰法.光干扰问题
Through the experimental work of this thesis , the single - particle potential model is comprehended and some improvements are made 通过论文的实验工作，我们深入了解并改进了单粒子势模型。
Space used microelectronic devices irradiated by the ions , the curves of seu cross section of the devices versus let ( linear energy transition ) were measured 在重离子辐照下，测量器件单粒子翻转截面( )对重离子线传能密度( let )关系曲线，即- let曲线。
In chapter iii , a scheme for probabilistic teleporting an unknown one - particle state of s - level by a group of partly pure entangled two - particle states is proposed 在第三章，我们用l个部分纠缠的二粒子态为量子通道，实现了对单粒子s能级量子态的概率传输。
Moreover , the calculations of the valence neutrons for the single - particle states of 49ca and 209pb show that the neutron halos or skins can exist in the region of heavy nuclei 对49ca和209pb各单粒子激发态外层中子的计算表明：在中重和重核区存在中子晕、皮核。
The bariev chain is a hubbard - like integrable model . it is relevant to high - tc superconductivity , for there exists hole pair of cooper type in this model Bariev模型是一种类hubbard模型，由于在此模型中单粒子和对粒子跳跃的相互竞争决定了系统的性质，因而可以用来研究高温超导现象。
Quantum information was originally investigated with the discrete variables ( dv ) and was recently extended to the continuous variables ( cv ) system in the infinite dimension hilbert space 量子信息最早起源于研究单粒子分离变量系统，近期扩展到具有无限维希尔伯特空间的连续变量体系。
A new model for calculating p - seu cross section from heavy ion data with no adjusting the parameter of weibull function that calculates heavy ion device cross section is presented 本文提出了一种用计算重离子单粒子翻转截面的weibull函数，不必改变参数，估算质子引发的硅器件单粒子翻转截面的简便方法。
Comparing to the single - particle system , in n - body problems , not only the external condition is considered , but also the mutual interaction , so it is more complex to compute than in the single - particle system 与单粒子系统相比，在多粒子系统中，不仅要考虑外界的条件，还考虑粒子间的相互作用，所以多粒子系统要比单粒子系统复杂。
