广义能量积分,generalized energy integral
1)generalized energy integral广义能量积分
1.The result shows that the Birkhoffian system hasgeneralized energy integrals and cyclic integrals.结果显示 :Birkhoff系统存在广义能量积分和循环积分 ,每个积分可使Birkhoff系统降两
2.In this article, the expression on the conditions under which thegeneralized energy integral exists is discussed,and the physical significance of the general energy integral is expounded.讨论广义能量积分存在条件的表述,并阐明广义能量积分的物理意义。
英文短句/例句
1.In this article, the expression on the conditions under which the generalized energy integral exists is discussed, and the physical significance of the general energy integral is expounded.讨论广义能量积分存在条件的表述,并阐明广义能量积分的物理意义。
2.Study of integration of generalized energy as nonholonomic constraint;广义能量积分作为非完整约束问题研究
3.Generalized Hamiltonian structure of Birkhoffian systems and integral invariants;Birkhoff系统的广义Hamilton结构与积分不变量
4.Constructing integral invariantIn generalized mechanical systems in the high-dimensional extemded phase space;高维增广相空间中广义力学系统的第一积分和积分不变量
5.An Extension of the First Mean Value Theorems for Generalized Riemann Integration;积分中值定理在广义Riemann积分中的推广
6.The Discussion of The Uniform Convergence of The Infinite Integral with Parameters;关于含参量广义积分一致收敛性的讨论
7.Solving Improper Integral with Variable by Laplace Transform;利用拉普拉斯变换求解含参变量的广义积分
8.On the Equivalence of Differentiability Theorem to Integral-ability Theorem in the Generalized Integral Depending on a Parameter;关于含参量广义积分的可积性与可微性定理的等价性
9.Exploration of Relationship Between Improper Double Integral and Improper Iterated integrals;广义重积分与广义逐次积分的关系探讨
10.The ingenious application of Froullani integral on improper integral;Froullani积分在广义积分中的巧用
11.On Extension of the First Mean Value Theorems for Generalized Riemann Integration;积分第一中值定理在广义Riemann积分中的推广
12.The variational equqtions and the integral invariants for holonomic nonconservative dynamical systems in generalized classical mechanics;广义经典力学中完整非保守系统的变分方程与积分不变量
13.The Application of Generalized Residue Theorm in Calculating a Certain Kind of Generalized Integral广义留数定理在计算某类广义积分中的应用
14.Power Quality Disturbances Classification Using Generalized S-transform and Artificial Immune采用广义S变换的电能质量扰动免疫分类算法
15.Classification of Short-Time Power Quality Disturbance Signals Based on Generalized S-Transform基于广义S变换的短时电能质量扰动信号分类
16.THE GENERALIZED VECTOR VARIATIONAL INEQUALITIES AND THE GENERALIZED DUAL MODELS广义向量变分不等式和广义对偶模型
17.The Generalized Branching Process and Its Corresponding Markov Integrater Semigroup广义分支过程及其相应的Markov积分半群
18.Differention and integral of function--Application of the generalized real numbers函数的微分与积分——广义实数应用
相关短句/例句
infinite integration with parameter含参量广义积分
1.In this paper,The uniform convergence and local uniform convergence and meta-uniform-convergence ininfinite integration with parameter are discussed.主要讨论含参量广义积分一致收敛性、局部一致收敛性和亚一致收敛性以及相互之间的关系。
3)integral of generalized momentum广义动量积分
4)generalized integrator广义积分
1.Iterativegeneralized integrator algorithm based ternary variable structure control for active power filter;基于广义积分迭代算法的有源滤波器三重变结构控制
2.In this meangeneralized integrator is used for frequency dividing integral and fuzzy arithmetic is for adjusting PI coefficients timely.该文由常用的并联型HAPF的结构特点分析出发,从容量和幅频特性2个方面探讨HAPF控制中进行有效分频的必要性,根据HAPF对控制方法的要求,文章提出一种基于广义积分的模糊自整定PI控制方法,即通过广义积分实施对周期量的分频积分,同时由模糊算法进行比例和积分系数的在线调整,从而有效实现对HAPF的分频控制。
3.This paper proposes an iterativegeneralized integrator algorithm to eliminate the steady error in active power filters.针对有源滤波器滑模变结构控制的有差调节问题,提出了一种广义积分迭代控制算法来降低稳态误差,并将该控制算法的输出结果作为滑模变结构控制中的等效控制,形成三重变结构控制器。
5)improper integral广义积分
1.Evaluations of the first kindimproper integral integral from n=0 to ∞( [sinαx/x])~ndx;一类广义积分integral from n=0 to ∞( [sinαx/x])~ndx的计算
ment on the Astringency of Improper Integral广义积分敛散性的一点注解
3.Then, based on the upper-bound theorem,a general solution to unit indentation pressure isobtained through parametric integration andimproper integral.由上界定理经参量积分、广义积分求得冲头单位压力通解后，以待定参数法求得通解最小上界值。
6)generalized integral广义积分
1.A discriminance to decide convergence or divergence ofgeneralized integral ∫ from n=a to +∞(f(x)dx);广义积分∫from n=a to +∞(f(x)dx)敛散性的一种判别法
2.The convenient calculation ofgeneralized integral of odd and even function in infinite interval (-∞,+∞);无穷区间(-∞,+∞)上奇、偶函数的广义积分的简便计算
putatoinal approach of a kind ofgeneralized integral;一类广义积分的计算方法
延伸阅读
广义能量积分见拉格朗日方程。
