将精细积分法用于求解波动方程。
A precise integration method was applied to solve wave equation.
应用能量积分法建造了一个李亚普诺夫函数。
Lyapunov function is established by using energy integral method.
由时间积分法建立了弦振动位移的隐式表达式。
The implicit expression of displacement of string vibration was established by the time integration method.
目的建立一种溃疡性结肠炎诊断分级新方法一积分法。
Objective To establish a new way of diagnosis grading of ulcer colitis.
精细积分法是求解常微分方程的一种成熟的数值算法。
Time precision integration method is a mature numerical algorithm to solve the ordinary differential equation.
在我国，概率积分法是应用最多的一种开采沉陷预计方法。
In our country, the probability integration model is most applied as a predicting method in mining subsidence.
例如，在微积分课程中，记下分步积分法的公式并不是特别难。
For example, in a calculus course it's not terribly difficult to memorize the formula for integration by parts for integrals.
用控制容积积分法导出了离散方程，并用数值方法进行了求解。
The discrete equation was deduced by control volume integral method, and realized by numerical method.
本文给出了精细时程积分法求解柔性机械臂动力学方程的方法。
A precise time integration algorithm is developed for solving the dynamic equation in flexible manipulators.
探讨了用模糊积分法对LNG储存站系统进行风险评价的方法。
This paper discusses the risk assessment approaches by integration of fuzzy in LNG storage station system.
在指标计算中，高斯积分法以其代数精度高经常受到人们的青睐。
Gauss Integral method is populated due to its high algebraic accuracy in index calculation.
基于积分法的动态数据校正具有简单、快速和适于在线应用的优点。
The integral method for dynamic data reconciliation has the advantages of simple and fitting online use over other methods.
等额配点法和最小二乘积分法是两种最常用的虚边界元法构造思路。
The primal research work about virtual boundary element method is on the problems of single domain.
奇异积分问题是边界元法最大的问题之一，本文采用高斯积分法来解决。
Singularity integral is one of the most serious problems in FEM, and this paper adopts gauss integral to deal with it.
基于上述非连续型下沉剖面方程的预计方法称为第二类广义概率积分法。
The prediction method based on the discontinuous subsidence profile equations is called the second type of generalized probability integration method.
本文介绍一种提取听觉脑干诱发电位(abr)的方法——取样积分法。
Boxcar, a method for recording auditory brainstem evoked response (ABR), is presented in this paper.
在原有精细积分法的基础上，对非齐次方程出现奇异矩阵的问题进行探讨。
Based on the original precise integration method, the problem that singular matrix appears in non-homogeneous equation was discussed.
将逐步积分法的思想与传统传递矩阵法相结合，提出了增量传递矩阵方法。
An increment transfer matrix method based on step-by-step integration method and traditional transfer matrix method was put forward.
非线性结构时程分析的高阶单步算法是一种新的求解运动方程的直接积分法。
The high order single step algorithm is a new method of direct integration for solution equations of motion.
并对直接积分法在系统可靠度计算中的应用进行了研究，编制了相应的分析程序。
The paper also investigates the direct numerical integration method to calculate the reliability of struacture and develops a computer program.
该文通过耦合方法与精细时程积分法的结合，对载荷辨识问题进行时域分析和推导。
In this paper, load identification is studied in the time domain by combining the coupling method and the precise time integration method.
同传统的相位分析法相比，积分法更能反映光电接收信号与光强、接收面积的关系。
Comparing to the traditional direct phase analysis, the integration one can reflect the relation between signal and light intensity, receiving area more accurately.
针对平面应力问题，提出了利用状态空间法和微分积分法的混合解法（SSDQM）。
The state space method coupled with the technique of differential quadrature (SSDQM) was presented for plane stress problems.
与原有的精细直接积分法进行了对比，简化方法在保持高精度的同时提高了计算效率。
Compared with the precise immediate integration method, simplified method can maintain the calculation accuracy and improve the calculation efficiency at the same time.
在厚松散层地层结构条件下，可将其视为随机介质，采用概率积分法预计地表移动变形。
Under stratum condition of thick soil layer, we can study it as random medium and use probability integral method to estimate surface movement.
差分型直接积分法求解动力方程，其计算假设条件给系统增加了一个“计算扰动”效应。
The difference type direction integration is used for solving dynamic - equation, its calculation assumption causes a "calculation perturbation" effects to the system.
本文采用比较积分法的分析原理探讨了插补椭圆的原理和步骤，并结合实例进行了探讨。
The paper discusses the principle and approach about the ellipse interpolation by the principle of comparing integral interpolation.
本文采用比较积分法的分析原理探讨了插补椭圆的原理和步骤，并结合实例进行了探讨。
The paper discusses the principle and approach about the ellipse interpolation by the principle of comparing integral interpolation.
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