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1)  precise direct integration
精细直接积分
1.
An example using the Wilson-θ formula, a precise integration Cotes formula and a precise integration oscillating function integration formula illustrated the high efficiency and accuracy of the precise direct integration method.
为了解决传统方法计算拱坝随机振动效率较低的问题 ,将虚拟激励法和精细直接积分方法结合 ,针对虚拟激励法中荷载为振荡函数的特点提出了振荡函数的精细直接积分法并应用于拱坝地基动力相互作用的有限元边界元无限边界元 (FE- BE- IBE)耦合模型中。
2)  Newmark-precision direct integral method
Newmark-精细直接积分法
1.
In view of the Newmark-precision direct integral method,integration formulas of the non-homogeneous vector are discussed and the stability of this method is analyzed.
针对Newmark-精细直接积分法,对其非齐次项的积分方法进行了讨论,并分析了该逐步积分方法的稳定性。
3)  precise integration
精细积分
1.
Element free-precise integration method for wave equation;
波动方程的无网格-精细积分方法
2.
Precise integration for dynamic modeling of water distribution systems;
基于精细积分法的城市配水系统动态建模
3.
Instantaneous optimal control algorithm based on precise integration;
基于精细积分的瞬时最优控制算法
4)  precise integration method
精细积分
1.
A precise integration method for bridges subjected to moving loads;
桥梁受移动荷载动力响应的一种精细积分法
2.
Wavelet precise integration method for 2D partial differential equations in polygon domain;
求解任意多边形区域二维偏微分方程的小波精细积分法
3.
Solving time-varying periodic coefficient Riccati differential equations via Fourier series and precise integration method
基于Fourier级数的时变周期系数Riccati微分方程精细积分
5)  precise time-integration
精细积分
1.
Spline precise time-integration of structural dynamic analysis
结构动力方程的样条精细积分法
2.
A new precise time-integration method is introduced into the analysis of time domain response to closed-loop switched power converters, which adopts iterative method to obtain exponent matrix, and transformed piecewise linear networks into discrete equations by using quadratic extrapolation on determining the switching instant.
为了探讨开关变换器的拓扑结构计算方法,将精细积分法应用于开关变换器闭环系统的时域分析,利用递推的方法求解指数矩阵,将分段线性开关网络转化为离散时域方程,并用二次插值算法求解开关切换的时刻。
3.
The precise time-integration method was proposed for linear time-invariant dynamic system.
对线性定常结构动力系统提出的精细积分方法,在数值精度等方面表现出极大优越性。
6)  precise time integration
精细积分
1.
The precise time integration (PTI) proposed for transient linear system can give almost accurate numerical results at the integration point.
采用精细积分法求解瞬态热传导方程时,对指数矩阵进行变换后使其具有对称性,利用这一特性可使存贮量和计算量降低一半。
2.
Precise time integration is used in the integration of initial value problem, and has been developed, in LQ control problem, to solve TPBV and Riccati matrix differential equation.
精细积分法用于初值问题的积分,在LQ控制问题中初值精细积分法已发展到二点边值问题及Riccati矩阵微分方程的求解。
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