dot system meaning in Chinese
微点法
Examples
- 1809 louis braille , french inventor of the raised - dot system of writing used by the blind , was born near paris
为盲人创制凸点符号文字体系的法国人路易?布雷尔诞生于巴黎近郊。 - Several quantum dots form a coupled - quantum - dot system when they close up and couple to each other by tunnel coupling
几个量子点在空间上相互靠近并发生耦合效应就形成了耦合量子点体系。 - In this thesis , by making use of the nonequilibrium green ’ s function technique , we investigated the transport properties of several new kinds of coupled - quantum - dot systems theoretically and obtained several significant results
本文采用非平衡格林函数方法,对几种新型的耦合量子点结构的输运性质进行了系统的理论研究,并得到了一些有意义的结果。 - For coupled - quantum - dot systems , no matter the spatial symmetry , size and tunnel coupling strength between quantum dots are all controllable . in this way , the dream of controlling solids is realized . for this reason , the transport properties of systems consisting mutiple quantum dots have attracted the interest of physicists
对于耦合量子点体系,无论其组成的量子点的空间对称性,还是量子点的尺寸、相互之间的耦合强度都是人为可以调控的,从而实现了人们操纵固体的梦想,并因此而受到广泛的关注。 - The study shows that all these parameters have strong influence to the transport properties of the system . with the increasing of the number of dots , the resonant tunneling spectrum becomes more complex . when we disscuss the n - dot system , for simplicity , we assume all quantum dots are all equivalent , i . e . all the single - dot energy levels are
因此在对由n个量子点耦合成的量子点环的数值计算中,我们假定所有的量子点都是全同的,即所有的量子点都具有相同的单量子点能级_ i ~ 0 = _ 0 ,并且相邻量子点之间的耦合强度都相等,即v _ ( i , i + 1 ) = v _ 0 。