1)  Monte-Carlo method
Monte-Carlo法
1.
The application of the Monte-Carlo method in fail-safe analysis of cable-stayed bridge;
Monte-Carlo法在斜拉桥可靠性分析中的应用
2.
The stability of unsaturated slope is studied from the viewpoint of probability based on Monte-Carlo method.
基于Monte-Carlo法,从概率的角度研究了非饱和边坡的稳定性,讨论了边坡稳定安全系数随土(岩)层材料参数随机性的变化规律。
3.
And a simulation on blockage probability of terminal correction submunition missile for airdrome runway with the Monte-Carlo method was set up.
在分析末修子母弹抛撒和运动特性的基础上,提出一种模拟方法用来近似模拟威力椭圆环内末修子弹的落点,用Monte-Carlo法对末修子母弹对机场跑道的封锁概率仿真模拟,并进行了实例计算。
2)  Monte Carlo Method
Monte-Carlo法
1.
The spectral representation method and the Monte Carlo method were combined to form a Monte Carlo stochastic finite element method considering both selfcorrelation and crosscorrelation to evaluate the reliability of geotechnical engineering designs.
对于岩土工程中多个土性随机参数向量随机场,将随机场谱表示模拟方法与Monte-Carlo法相结合,得到了考虑土性参数自相关性与互相关性的Monte-Carlo随机有限元法,并应用于堤坡失效概率的计算。
3)  Monte-Carlo simulation
Monte-Carlo法
4)  monte-carlo law
Monte-Carlo法
1.
This article in view of the system which has the stochastic parameter to carry on its optimum control, has established the single degree of freedom stochastic parameter viscous-damping system dynamics model, using the algebra synthesis legitimate 、 rectangular method and the Monte-Carlo law extracts the inspiring damping ratio the average value and the variance separ.
本文针对具有随机参数的系统进行其最优控制,建立了单自由度随机参数粘性阻尼系统的动力学模型,分别利用代数综合法、矩法和Monte-Carlo法求出振型阻尼比的均值和方差,并绘出系统时域响应、频域响应、根轨迹等曲线。
5)  Monte-Carlo
Monte-Carlo法
1.
Using Monte-Carlo Method to Calculate Failure Probability of Oil Pipeline;
应用Monte-Carlo法计算输油管道腐蚀失效概率
2.
Examples are solved by choosing different kinds of integrate points and verified by Monte-Carlo stochastic FEM.
选择不同的Legendre积分点数目进行算例分析,并用Monte-Carlo法的计算进行对比研究,考察该方法的有效性。
6)  Monte Carlo method
Monte Carlo法
1.
On the calculation of higher dimensional integration with a complex connected curved polyhedron domain by Monte Carlo methods;
复连通曲面体高维积分的Monte Carlo法
2.
And used math model and imitation model of stochastic distributing, the intrusive submunition Missile s points of fall were simulated in this paper based on Monte Carlo method.
采用随机分布的数学模型和计算机仿真模型,利用Monte Carlo法模拟侵彻子母弹子弹的落点。
3.
The DRESOR method based on Monte Carlo method was developed to study the inflence of different incident radiation,boundary reflection,scattering albedo,optical thickness and anisotropic scattering on the transient radiative transfer in a one-dimensional slab filled with an absorbing,scat- tering and non-emitting medium.
用基于Monte Carlo法的DRESOR法在平行平板系统内具有吸收、无发射介质中研究不同波形入射、壁面反射、介质散射率、光学厚度、各向异性散射等条件对瞬态辐射传递的影响。
参考词条
补充资料:Monte-Carlo method
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性质:一种采用统计抽样理论近似地求解数理问题的方法。该方法首先建立一个与所描述的物理对象有相似性的概率模型,再把此模型的某些特征如随机变量平均值与物理问题的解答如积分值联系起来,进而对模型进行随机模拟和统计抽样,最后用所得结果求出特征的统计估计值作为问题的近似解。蒙特卡罗法不仅可以直接模拟许多宏观化学现象,取得与实验相符或可比较的结果,而且能够提供微观结构、运动及它们和物系宏观性质关系的极其明确的图像,从这个意义上来说,该方法是一种计算机实验。

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