fine macromolecular product

精品项目网 2024-05-17 05:55:37

基本释义:

精细高分子

网络释义

1)fine macromolecular product,精细高分子

2)Functional and Specialty Polymer,精细高分子聚合物

3)sub-domain precise integration,子域精细积分

4)subdomain precise integration method,子域精细积分法

5)Cyclodextrin containing polymer,环糊精高分子

6)β-Cyclodextrin polymer,β-环糊精高分子

用法和例句

The product posseses controllable molocular weight,high purity and is fine powder,which can be used as high-grade fine macromolecular product.

探讨用偶氮二异丁腈(AIBN)作光敏剂对4种N-对位取代苯基马来酰亚胺单体光引发均聚的可能性,然后用AIBN、氯化苄、二乙基二硫代氨基甲酸烯丙酯(BDC)作光敏剂,研究了4种N-对位取代苯基马来酰亚胺和苯乙烯的光聚合,得到相对分子质量可控、产品纯度高、粉末细腻的光聚合产物,可用作高档精细高分子产品。

The alternating segment method of spline sub-domain precise integration for convection-diffusion equation

对流扩散方程的样条子域精细积分分步格式

Based on sub-domain precise integration method and combined the cubic spline function approximation,it presents the Spline Sub-domain Precise Integration(SSPI) scheme containing parameter for the first initial-boundary value problem of convection equation.

针对对流方程第一类初边值问题,基于子域精细积分的思想,结合三次样条函数逼近,提出一个含参数α(α>0)无条件稳定的样条子域精细积分(SSPI)格式,并进行数值实验。

In this dissertation, the new methods based on sub-domain precise integration and non-polynomial spline for solving the four order parabolic equation are presented.

基于子域精细积分思想,结合非多项式样条函数,本文提出求解四阶抛物型方程的新方法。

Cyclodextrin containing polymers(CDPs) are also found to have the selective inclusion ability,the controlled release ability and the catalysis ability.

环糊精高分子亦被证实具有包合、缓释及催化的能力 ,以及良好的机械强度和化学稳定性。

Immobilized β-cyclodextrin polymer was used as medical sorbent for removal of exogenous toxins such as-phenol, aromatic amines, barbitals and endogenous toxin as unconjugated bilirubin.

本文将β-环糊精环状低聚糖以磺酸醣键固载到交联聚苯乙烯载体上,制备新型的β-环糊精高分子进行吸附内、外源性毒物分子研究,取得了良好的结果。

Meticulous Integration of One-Point Subdomain for Solving Three-Dimensional Diffusion Equation

三维扩散方程的单点子域精细积分法

One-point subdomain high precise integration method for two-dimensional diffusion equations

二维扩散方程的单点子域精细积分法

Subdomain precise integration parallel method for solving convection equation

解对流方程的子域精细积分并行算法

Subdomain precise integration method based on Householder method

基于Householder方法的子域精细积分

Sub-domain Precise Integral Compact Difference Scheme with High Accuracy for Solving Parabolic Equation;

抛物型方程子域精细积分高精度紧致差分格式

The alternating segment method of spline sub-domain precise integration for convection-diffusion equation

对流扩散方程的样条子域精细积分分步格式

Spline Solutions for Four Order Parabolic Equations Based on the Sub-domain Precise Integration Method

四阶抛物型方程基于子域精细积分的样条解

Spline Sub-Domain Precise Integration Implicit Scheme for Solving Convection-Diffusion Equation

对流-扩散方程的样条子域精细积分隐格式

Application of Precise Time Step Integration Method in Molecular Dynamics

精细积分法在分子动力学中的应用研究

Numerical Simulation of Reverse Time Migration with Arbitrary Difference Precise Integration Method;

任意差分精细积分逆时偏移数值模拟

Research on Simulation of Power System Based on Precise Integration Algorithm;

基于精细积分法的电力系统仿真研究

Solve the Nonlinear Schrodinger Equation by the Precise Integration Method

用精细积分法求解非线性薛定谔方程

Precise integration method for singular Hamilton matrix

奇异Hamilton系统矩阵的精细积分法

Boundedness of Singular Integral Operator Supported by Subvarieties on Product Domain;

积域上沿子簇的奇异积分算子的有界性

Analysis of the error between accumulating the area of subregion and large area piding

大区域划分为子区域进行面积累加的误差分析

Precise integration method for sensitivity analysis of linear ODEs

线性常微分方程灵敏度分析的精细积分法

Boundedness for Integrals Operator Along Subvarieties Curves with Rough Kernels on Multiples

关于粗糙奇异积分算子在积域上的L~p有界性

Study on Wavelet Precise Integral Method for Partial Differential Equation;

小波精细积分法在偏微分方程求解中的研究

下一篇:没有了
上一篇:boat
精彩图文
相关推荐
  1. broadening correction factor

    精品项目网为您提供加宽校正因子broadening correction factor是什么意思,broadening correction factor翻译,broadening correction factor例句,broadening correction factor用法等有关,broadening correction factor单词知识大全供您查询使用!...

    0 条评论 59 2024-05-17 05:28

  2. fuchsia

    精品项目网为您提供倒挂金钟fuchsia是什么意思,fuchsia翻译,fuchsia例句,fuchsia用法等有关,fuchsia单词知识大全供您查询使用!...

    0 条评论 59 2024-05-17 03:35

返回顶部小火箭