1) Integration Truth Degree
积分真度
1.
Some Equalities and Inequalities about Integration Truth Degrees of Formulae in the Logic System 'Luk
逻辑系统′Luk中命题积分真度的若干等式与不等式
2) true integration
真积分法
3) Temperature Integral
温度积分
1.
For the kinetic equation in non-isothermal process, the temperature integral for Arrhenius Equation should be from T2 to T1, but the integral of many current kinetic equations is from T to 0 K, such as Ozawa Equation.
对于非等温过程中的动力学方程,正确的Arrhenius方程的温度积分应该是从T2到T1,但是许多动力学方程中的温度积分是从T到0K,例如Ozawa等方程。
2.
The recent ten-year research progress in the approximation expressions for the temperature integral in the field of thermal analysis kinetics is reviewed.
本文综述了最近十年来热分析动力学领域中温度积分近似式的最新研究进展,介绍了几种新的温度积分近似式的求取方法,评述了近似式之间的联系以及相应的积分法计算动力学参数的精度,总结了回避温度积分难题的方法,并对温度积分相关研究的发展趋势做出了一定的预测。
4) integrated intensity
积分强度
1.
Approximate expression of integrated intensity in X-ray diffraction experiment;
X光衍射中积分强度的近似公式
2.
Besides,the quantitative analysis method by all peaks seperation in whole pattern and another method by integrated intensity,which can solve the peak overlay problem,are included in this so.
建立了不涉及结构的多晶X射线衍射全谱拟合定量分析方法、相关定量分析方法及其中文视窗版应用程序,其中包括PDF2组合全谱拟合定量分析法、自定义卡片组合全谱拟合定量分析法、自测各单相谱组合全谱拟合法,以及全谱峰分离定量分析法和积分强度K值定量分析法。
3.
In order to measure the resolving time, the method of double irradiation on monolayer film is given, and the approximate expression to correct integrated intensity is derived.
为了简便地测定分辨时间 ,本文利用单层膜二次照射技术 ,导出了用来校正积分强度的近似公式 ,并与逐点校正法作了对比分析 ,二者符合很
5) integral precision
积分精度
1.
The effect of the integral precision on the computational result in density functional theory methods in GAUSSIAN program;
GAUSSIAN程序中密度泛函理论方法积分精度对计算结果的影响
2.
This paper goes deeply into studying the integral precision of three-dimensional electrostatic field and finds it decrease with increase of distance and increase of the number of gauss integral, and varies with variety of angle, the integral precision is worst when θ=90°, φ=0°.
研究边界元法中高斯积分精度发现高斯积分的误差随源-场点间距离R的增大而减小,随高斯积分点数n的增加而减小,随角度的变化而变化,θ=90°、φ=0°时误差最大。
3.
The gauss integral precision of two\|dimensional electrostatic field is discussed.
基于笔者开发的二维边界元计算软件 ,研究了二维开域静电场边界元法中高斯积分的精度问题 ,分析了影响该积分精度的相关因素———距离、角度、单元尺寸和高斯积分点个数等 ,通过程序计算和数据分析 ,得出了上述因素对积分精度的影响 ,提出了达到高积分精度的积分判据 ,为以后的二维开域静电场边界元法计算提出了参考依
6) Integrate gray
积分灰度
补充资料：真积
1.认真积累。
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