1) bifurcational consistency
分支相容性
1.
In this dissertation, the bifurcational consistency of some numerical methods forcertain kinds of delay differential equations is studied, that is, whether the numericalmethods could preserve the bifurcation of the original systems is researched.
本论文分别对几类延迟微分方程,研究了某些数值方法的分支相容性,即方法能否保持原方程分支的性质。
3) molecular biocompatibility
分子生物相容性
1.
With the rapid development of molecular biology,the methods of study the biocompatibility of bio ma te rials have been more and more diversification and their evaluation have been raised from the cell lever to molecular lever,the paper will trace back the progress of molecular biocompatibility and foresee the future.
随着分子生物学的迅速发展,生物材料生物相容性研究手段逐渐多样化,其评价已从整体、细胞水平进入了分子水平,本文将对生物材料的分子生物相容性研究的现状进行回顾和展望。
5) partially compatible
部分相容
1.
DSC,DMA experiments show that PC/SMA blend system is a partially compatible blend system.
对 PC/SMA共混体系的 DSC、DMA研究结果表明 ,该体系是一部分相容体系 ,随着 MA含量的增大 ,体系的相容性提高 ,合金的缺口冲击强度大幅度下降 ,拉伸及弯曲强度变化幅度不大。
6) subsection compatibility
分段相容
1.
Second, a closed B-spline curve was constructed by interpolating contour points, and the compatibility of NURBS curves was realized by subsection compatibility.
然后插值各个轮廓线,构造封闭的样条曲线,以特征点处的节点为分段点实现多条样条曲线的分段相容,并蒙皮构造封闭的B样条曲面。
补充资料:分支
分子式:
CAS号:
性质: 当某个参数的值通过某个临界值时,有些非线性方程的解的数目会发生突然的变化。这种现象在数学中称为分岔(也称为分叉或分支)现象。它可以用来模拟物理化学系统从一种状态突变到另一种状态的现象。
CAS号:
性质: 当某个参数的值通过某个临界值时,有些非线性方程的解的数目会发生突然的变化。这种现象在数学中称为分岔(也称为分叉或分支)现象。它可以用来模拟物理化学系统从一种状态突变到另一种状态的现象。
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