1) the localization length
局域化长度
1.
Using the general renormalization-group technique and the transfer-matrix method, we also calculate the localization lengthξwith which the accurate results are obtained.
我们利用Participation Ratio(PR),Inverse ParticipationRatio(IPR)和局域化长度ξ仔细讨论了无序与关联之间的竞争,并重点考虑了与金属——非金属态转变相关的结果,特别是临界参数,比如迁移率边、临界指数等。
2) relative localization length
相对局域化长度
1.
We computed the localized field distribution of defect modes by the optical transmission matrix method in a one-dimensional photonic crystal micro-cavity,and introduced the concept of relative localization length.
本文采用传输矩阵法计算了一维缺陷光子晶体微腔中缺陷模的局域场强分布,建立了相对局域化长度的概念。
3) localization length
局域长度
1.
Symmetrical invariant transformation of localization length in one-dimensional randomly-perturbed periodic structure;
一维无序扰动周期结构中局域长度的对称等价变换
2.
With renormalization-group method and scattering theory,we study localization length and transmission coefficients of electronic states in a chain.
用重整化群方法,结合散射理论,研究链中电子的局域长度和输运系数,发现具有不同局域属性的能态。
3.
We generated the long-range correlated random energy sequences with the power-law spectral density s(q)∝q-p in the one-dimensional Anderson disordered chain,and then investigated the localization length by using the transfer matrix method.
利用傅里叶滤波法在一维Anderson无序系统中产生了具有幂律谱密度公式s(q)∝q-p形式的长程关联随机能量序列,并利用传输矩阵方法计算了系统中引入了长程关联后的局域长度,同时应用负本征值理论对系统中的电子态密度进行了分析,并分别把计算结果与系统中不具有长程关联时的局域长度与电子态密度进行了比较。
5) local wavelength
局域波长
1.
The spiral pattern is obtained in atmospheric argon discharge and the local wavelength of which is studied by using dielectric barrier discharge system with water electrodes.
采用双水电极介质阻挡放电装置,在大气压氩气放电中得到螺旋波斑图,并对其局域波长特性进行了研究。
6) Local softness
局域软度
1.
Mechanism of the electrophilic addition to a series of asymmetric alkenes has been reasonably demonstrated,in terms of Fukui function,local softness,hardness and charge distribution obtained though the ABEEM-σπ model on the basis of local HSAB principle and maximum hardness principle.
根据ABEEM-σπ模型计算的Fukui函数、局域软度、全局硬度和电荷分布等物理量,应用硬软酸碱原理和最大硬度原理,合理地解释了典型不对称烯烃加成反应的机制。
补充资料：对局
下棋。也指球类比赛。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条