1) distinct-continuous medium model
离散-连续介质模型
2) continuum-based discrete element method
基于连续介质模型的离散元方法
1.
The continuum-based discrete element method(CDEM) is a numerical method to research this problem.
用求矩阵特征值的方法,推导基于连续介质模型的离散元方法中三维有限元刚度矩阵转化为离散元弹簧刚度的解析表达式,给出了不同条件下离散元弹簧的取法。
3) continuum solvation model
连续介质模型
1.
In recent years, the methods of calculating free energies based on the combination of molecular dynamics simulations and continuum solvation models have drawn more and more attention, in which MM/PBSA is the most representational one.
近些年 ,基于分子动力学模拟和连续介质模型的自由能计算方法受到了越来越多的关注 ,其中MM PBSA就是最具代表性的方法。
4) continuum model
连续介质模型
1.
Solvent effects on proton transfer in ammonia-hydrogen halide complexes have been investigated by using the cluster, continuum, and combined discrete-continuum models, respectively.
分别采用分子簇模型、连续介质模型和离散 -连续组合模型研究了XH NH3 (X =F ,Cl ,Br)分子内质子传递的溶剂效应 。
2.
After analyzing the two-phase flow in the new purifier by means of the continuum model,the POISSON equation,NAVIER-STOS equation and continuous equation are respectively derived and solved by using the finite element method.
采用两相流连续介质模型,对新型分油机内油水两相流动作了细致分析,并用有限元法解POISSON方程、N-S方程、连续方程的方法,对流场内压力场、速度场、浓度场进行了计算。
3.
The concept of the fluid particle in porous media is introduced and a new continuum model of fluid in porous media is established in the paper, based on the continuum model of fluid in the fluid mechanics.
在流体力学的流体连续介质模型的基础上,引进渗流体质点的概念,建立了一种新的渗流体连续介质模型。
5) continuous medium model
连续介质模型
1.
The continuous medium model with shell correction from Nilsson model is used to study the ground state properties of heavy nuclei (Z≥82).
利用连续介质模型并基于Nilsson模型考虑微观修正,研究了重核区原子核(Z≥82)基态性质,得到了较好的结果。
2.
We calculated the ground-state masses for nuclides from A=30 to A=280 based on the continuous medium model .
用于计算原子核基态质量的宏观模型有多种，本文根据以密度变化的连续介质模型导出的核质量公式计算了核子数从３０到２８０的三百多个核质量，计算结果与已有的实验值符合得比较好，同时还对不同的参考密度形式作了一些研
3.
The macroscopic energy was calculated with the continuous medium model in which the energy is expressed as a functional of nucleon densities.
其中,宏观能是由基于核子密度泛函的连续介质模型计算得到。
6) Discrete-continuum model
离散-连续模型
补充资料：离散变量与连续变量
分子式：
CAS号：
性质： 符号x如果能够表示对象集合S中的任意元素，就是变量。如果变量的域(即对象的集合S)是离散的，该变量就是离散变量；如果它的域是连续的，它就是连续变量。
CAS号：
性质： 符号x如果能够表示对象集合S中的任意元素，就是变量。如果变量的域(即对象的集合S)是离散的，该变量就是离散变量；如果它的域是连续的，它就是连续变量。
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