1) relative coated rate
相对包衣率
1.
Physical stability,encapsulation efficiency and relative coated rate of curcumin liposomes were determined before and after coated.
方法采用薄膜分散法制备姜黄素脂质体,采用孵育法对姜黄素脂质体进行卡波姆包衣并考察姜黄素脂质体包衣前后稳定性、包封率及相对包衣率的变化,采用离体大鼠小肠孵育法考察卡波姆包衣姜黄素脂质体体外黏附性。
2) coated ratio on the seed surface
药剂包衣率
3) relative inclusion
相对包含
1.
This paper gives the relative inclusion delinition to grey subset on the basis of the paper (3), forms the concept of grey region, and studies the uniform continuity of grey function in the grey region.
邓聚龙教授在1982年创立了灰色系统理论,在短短的十年中,灰色系统理论的方法在社会的各个领域有了广泛的应用,文[2],文[3]为灰色系统理论奠定了数学基础,本文在文[3]的基础上给出了灰子集相对包含的定义,给出了灰区域的概念,并研究了定义在灰区域上的灰函数的一致连续性。
4) relative closure
相对闭包
5) relative efficiency
相对效率
1.
The relative efficiency of the least square estimation in singular linear model;
奇异线性模型最小二乘估计的相对效率
2.
Analyzing isotopic abundance by method of relative efficiency;
相对效率法同位素丰度分析的研究
3.
The relative efficiency of the least square estimation in singular linear model;
奇异线性模型中LSE的一种新的相对效率
6) relative curvature
相对曲率
1.
It is also analyzed that the parameters of initial pressure angle and its increment may influence the relative curvature at the meshing point to become zero.
介绍了微段渐开线齿条齿廓形成原理及形成过程,建立了微段渐开线齿条齿廓的直角坐标方程,证明了影响齿廓弯曲程度的参数是基圆半径,影响啮合点相对曲率为零的参数是初始压力角和压力角增量,提出了需对这些参数进行优化设计并给出了优化计算结果。
2.
If the relative curvature of a certain curve on the first control point and the direction angle of the first port’s tangent vector is given,here can get the whole curve by using the character of the port of quadratic uniform B-spline curve.
提出了一种二次均匀B样条插值曲线的构造方法,首先给定某一段曲线首点的相对曲率和该段曲线的首端切矢量的方向角,利用二次均匀B样条曲线的端点性质,求出其余各段曲线控制顶点,来生成整条插值曲线。
3.
In this article the authors first put forward a few simpler and easier methods for calculation the evolute equation, the formula of relative curvature; then, discuss the methods for calculating the equations of the tangent line, the normal plane, the osculating plane, the binormal, and the rectifying plane; and finally popu.
文中给出了有关渐缩线方程 ,相对曲率计算公式的更简便的推导 ;讨论了如何才能很快地做出切线 ,法面 ,密切平面 ,副法线和从切平面方程的方法 ;还对有的习题进行了推广 。
补充资料：电导率(见电阻率)
电导率(见电阻率)
conductivity
d!日nd日O}已电导率(eonduetivity)见电阻率。
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