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We describe recent developments in the construction of numerical schemes for general (one-dimensional) Hamiltonians: in particular, schemes based on exact diagonalization techniques and on the density matrix renormalization group method.

我们将介绍最新发展的几种处理一维强关联系统的实时演化方法,主要是精确对角化方法和密度矩阵重整化群方法。

For application of one dimensional photon crystal, we need to solve the Maxwell's equations.

在一维帯隙材料光束传播方面,我们提出了一种新的数值计算方法。

The master equation approach to molecular motor's directed motion based on periodic one-dimensional three-state hopping model is studied.

利用主方程的方法,研究了在一维三态周期跳跃模型下分子马达的定向运动。

The aim of this paper is to answer the query on the foundation of quantum mechanics advanced by Tao Zongying in articles,Acta Mathematica Scientia,1982,2(2):183~192 and Acta Photonica Sinica,1997,26(9):769~770.It is shown,based on the globalism concept in quantum mechanics,that Landau and Lifshitz′s momentum probability distribution function of a particle in a one dimensional infinitely deep square potential well is correct,and that Pauli and other′s distribution function is incorrect.The problem of mome...

本文回答了文献1~2对量子力学提出的疑问基于量子力学的整体性概念指出,Landau和Lifshitz给出的一维无限深方势阱中粒子的动能概率分布函数是正确的,Pauli等人给出的概率分布函数是不正确的从量子测量理论的角度讨论了一维谐振子的动量概率分布问题,并且指出势能大于本征能量的概率不为零并不表示存在负动能的概率分布区域

Based on the Green function technique,the authors have analyzed the effect of the decoupling approximation on treating the interelectronic correlations and then calculated the local moment,hybridization matrix element,and ground state energy of the one dimensional,symmetric,periodic Anderson model.

基于Green函数技术,作者首先分析了切断近似对处理一维对称周期Anderson模型中电子间关联的影响,然后计算了该模型的局域磁矩、杂化能量元和基态能量。

The moving of a wave packet in one-dimensional monatomic lattice and that in a string are analyzed.

分析了一维单原子链中与连续弦中的波包的演化过程。

The equation of lattice vibration of one-dimensional monatomic lattice and the equation of longitudinal vibration of a uniform bar are discussed.

一维单原子链晶格振动与均匀杆自由纵振动的运动方程在数学上存在内在的联系。

The picture of the lattice vibration mode for one-dimensional monatomic chain induced by an interstitial impurity is studied mainly.

主要研究了一维单原子链中间隙式杂质引起的晶格振动图像,分析了杂质质量和恢复力系数对振动模的影响。

It is a hot issue to study the one-dimensional nano- material which has two limited dimensions.

但是现在使用的大多是零维纳米材料,对于一维材料的研究还很少见。

In chapter 4, using a space discretization and employing the method of induction, we prove that there exists a unique global regular solution for homogeneous Neumann boundary value problem of one-dimensional Landau-Lifshitz equation.

第四章,首先我们利用空间半离散方法及先验估计得到了一维Landau-Lifshitz方程齐次Neumann边值问题局部正则解的存在性,继而在整体先验估计的基础上证明了整体正则解的存在性与唯一性。

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