Studies on the Defect Mode Properties of 1D Photonic Crystal

3D groundwater flow model and 1D land subsidence model were constructed.

在此基础上，建立了准三维地下水流模型和一维地面沉降模型。

Synthesis and Structure of a Novel Supramolecular Complex with 1D Twisted Structure

新型一维麻花状超分子配合物的合成与结构

Band gap and application of a 1D photonic crystal containing negative refraction materials

含负折射率材料的一维光子晶体带隙及应用

Exact results for the topological charge of 1+ 1d lattice gauge theory

1+1维格点规范理论拓扑荷的精确解

The electronic quantum dynamic behavior in the 1D second generalized Fibonacci chain was studied.

研究了第二类广义Fibonacci非周期链中电子的量子动力学行为。

Application of 1D and 2D coupled mathematical model in navigation flow condition of hydro-junction

二维耦合数学模型在水利枢纽通航水流条件研究中的应用

The study of detecting ability for 1D electrical body with MT method

MT方法对一维地质体探测能力的研究

In this paper the detecting ability has been studied for 1D electrical body with MT method.

用MT方法对一维地质体的探测能力进行研究。

Research on Several Problems of 1D Unsteady Channel Flow

一维非恒定流若干问题研究

A simplified computation method of 1D consolidation for partially saturated soil was developed.

提出了一种简化的非饱和土一维固结计算方法。

Research of Salt Intrusion in Estuary of Yangtze River Through 1D and 2D Numerical Model

长江河口盐水入侵一、二维数值计算研究

Development of aerosol retrieval algorithm over global ocean using FY-1C/ 1D data

FY-1C/1D全球海上气溶胶业务反演算法研究

The Electronic Dynamical Behavior in 1D Second Generalized Fibonacci Chain

第二类广义Fibonacci链中电子的量子动力学研究

Development of a 1D neutron transport code employing the method of characteristics

一维特征线法中子输运程序开发及验证

Study on 1d numerical analytical method of the stirling engine

一维斯特林发动机数值分析方法研究

Hydrothermal Synthesis and Characterization of Three Isomorphic 1D Chain Compounds

三个同构的1D链状簇合物的水热合成和结构表征

For 1D problems, the difference method was used to solve these equations.

由于本文只研究一维问题，解连续性方程用差分方法。

However, the development of variable frequency and adjusting speed technique has a close relationship with the development of power devices.

然而，变频调速技术的发展始终与电力电子元器件的发展密不可分，每一次元器件的飞跃都会带动变频技术的迅速发展。

The first order polynomial is used to describe the middle part of the discharge curve, and the first order Gaussian is to fit the final part of the curve.

一次元的多项式在描述电池放电中段的行为，而一次元高斯函数则在模拟电池放电的最末端的行为。

This is okay, because the metadata is stored only once, rather than once per row.

这是好的，因为只有一次元数据存储，而不是每一排。