1) mesoscopic lattice model
介观格子模型
2) mesoscopic model
介观模型
1.
At last, a new mesoscopic model on the dynamics of polymer flows through porous media is brought forward on the basis of the former analysis, at the same time, the dynamic.
在此基础上,提出了一个理解聚合物溶液通过多孔介质流动的介观模型,并导出了运动方程。
3) spherical mesoscopic structure model
球介观模型
1.
5B9 nanocrystalline powder, through abstraction, we propose a model (spherical mesoscopic structure model) exploring for the influence of the mesoscopic structure on the giant magneto-impedance(GMI) effect this kind of Fe-based nanocrystalline powder.
根据Fe基纳米晶粉末、粉芯的制作和巨磁阻抗(GMI)效应的测试,经过抽象化处理,提出了解释Fe基纳米晶粉末GMI效应的理论模型——球介观模型。
4) lattice model
格子模型
1.
The Monte Carlo simulation on a lattice model was used to study the liquid-liquid equilibria for ternary chain-like molecular systems by using previous configuration-bias-vaporization method (CBVM).
在格子模型基础上,采用构型偏倚蒸发法(CBVM)对三元链状分子系统的液液平衡进行了MonteCarlo模拟,分别考查了分子链长和链节间相互作用参数对相区的影响。
2.
has been used to simulate the phase equilibria of AB random copolymers based on the close-packed Flory-Huggins lattice model.
如Madden等[1]曾利用蛇行法 (reptation)和伪动态模拟算法( pseudokineticsimulationalgorithm)、Mackie等[2 ]在邻位数Zn=2 6的格子模型上用Gibbs系综法、Wilding等[3]用键长涨落模型 (bondfluctuationmodel)分别对链长为 1 0 0、 1 2 8和 60个链节的高分子的相平衡问题进行了MonteCarlo(MC)模拟研究 ;严琪良等曾发展了一个构型偏倚蒸发法(configuration -bias-vaporizationmethod) [4 ,5 ],获得了链长达 2 0 0个链节的二元和三元高分子溶液的相平衡数据 ;Panagiotopoulos等[6 ]利用直方图几率分布再权重MC方法 (histogramreweig。
3.
Moreover,when stic-king coefficient was very small, the lattice model would exert an influence upon the cluster configuration
并且在粘附系数很小时,Cluster的形态将显示出格子模型的影响。
5) meson cloud model
介子云模型
1.
The lightest meson π in meson cloud model gave a natural explanation for the observed large light flavor sea asymmetry in proton,but not a satisfied explanation for (x)/(x).
在现有的介子云模型的基础上 ,进一步考虑σ介子云效应对计算质子中的轻味海夸克分布所带来的影响 。
6) mesoscale molecule simulation
介观分子模拟
1.
The drainage behavior and liquid films of foam were studied by using the mesoscale molecule simulation.
利用介观分子模拟方法,研究了泡沫液膜及其微观析液行为,并依据泡沫剂结构,建立了表面活性剂界面聚集行为与泡沫剂发泡能力之间的关系。
补充资料:介介然
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