基本释义:

吉布斯 迪昂关系

网络释义

1)gibbs duhem relation,吉布斯 迪昂关系

2)Gibbs energy,吉布斯能

3)Pseudo-Gibbs phenomena,伪吉布斯

4)Gibbs,吉布斯

5)Gibbs state,吉布斯态

6)gibbs ensemble,吉布斯系综

7)Gibbs function,吉布斯函数

8)Gibbs sample,吉布斯抽样

9)Gibbs sampling,吉布斯抽样

10)Gibbs distribution,吉布斯分布

用法和例句

By using two partial molar Gibbs energies or their remainder of any two components in a multicomponent metallurgical solution, the partial molar Gibbs energies of all the other components in the solution and its molar Gibbs energy are calculated.

提出了由三元冶金溶液中任意两组元的偏摩尔吉布斯能计算溶液中另外一个组元的偏摩尔吉布斯能以及体系的摩尔吉布斯能的新方法。

Gibbs Ensemble Simulates Vapor-Liquid Equilibria of Fluids;

吉布斯系综模拟流体汽液相平衡

This article points out a misconception in physical chemistry “the value of Gibbs function is equal when Binary System of pure substance is in phase balance”.

指出了“单元复相系平衡状态时,两相中的吉布斯函数值相等”说法的错误。

Starting from isothermal equation and Gibbs function, the paper discussed the simulanttes of gas-liquid phase transformation and phase transformation of superconducting state,middle state and normal state of type I superconductor after considering geometrical effects.

从等温方程和吉布斯函数出发，讨论了考虑几何效应后Ⅰ类超导体的超导态、中间态和正常态的相变与气液相变的相似性。

The method regards the power of MUSIC spectrum function as target distribution up to a constant of proportionality, and uses Gibbs sample, one of the most popular Markov Chain Monte Carlo (MCMC) technique, to sample from it.

将马尔可夫蒙特卡罗方法与MUSIC方法估计相结合,提出一种基于吉布斯抽样的频率-方位联合估计新方法(MUSIC FREQ-DOA joint Estimator Based on Gibbs Sampling,简称Gibbs-MUSIC)。

The method regards the power of MUSIC spectrum function as target distribution up to a constant of proportionality,and uses Gibbs sample,one of the most popular MCMC technique,to sample from it.

将马尔可夫蒙特卡罗(MCMC)方法与多重子空间分类(MUSIC)方法估计相结合,提出一种用于联合估计多个目标的频率、方位和俯仰,基于吉布斯抽样的MUSIC多维参数联合估计新方法。

Then we do the Gibbs sampling to estimate the unknown parameters of stochastic processing time.

在分析随机作业调度问题特点的基础上,建立了随机加工时间统计模型及参数估计模型,在参数未知及参数已知的条件下,提出了基于马尔可夫链蒙特卡罗方法的随机加工时间统计技术,并通过吉布斯抽样实现了加工时间的参数估计。

Then SPA techniques based on Markov Chain Monte Carlo(MCMC) approach were studied,and Gibbs sampling was used to estimate setup errors.

建立了统计过程调整问题模型,研究了基于马尔可夫链蒙特卡罗方法的统计过程调整技术,并通过吉布斯抽样实现了偏移量的参数估计。