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      impulsive
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  脉冲
    The Optimal Control of the Nonlinear Impulsive System and Its Application
    非线性脉冲动力系统的最优控制及应用
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    Studies on Impulsive Semi-Dynamical Systems and Its Applications on Population Dynamical Systems
    脉冲半动力系统及其在种群动力系统中的应用研究
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    H_∞ Optimal Control of Impulsive Switched System and Application
    脉冲切换系统H_∞优化控制及应用
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    The Studies on Population Dynamical Systems and Epidemic Models with Impulsive Effects
    脉冲效应下种群动力系统和传染病模型的研究
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    Boundary Value Problems and Periodic Solutions of Impulsive Differential Equations
    脉冲微分方程边值问题和周期解
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  “impulsive”译为未确定词的双语例句
    EQUATIONS FOR IMPULSIVE MOTION IN A SYSTEM WITH NON-HOLONOMIC CONSTRAINTS
    非完整约束系统碰撞运动方程研究
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    Kane Equations for Nonlinear Nonholonomic Systems under Impulsive Forces
    非线性非完整系统在冲力作用时的Kane方程
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    Impulsive differential equations
    跳跃微分方程
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    The Impulsive Equation of Nonlinear Nonholonomic System
    非线性非完整系统的碰撞方程
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    Periodic Boundary Value Problems for Second Order Impulsive Integro-differential Equations of Mixed Type in Banach Spaces
    Periodic Boundary Value Problems for Second Order Impulsive Integro-differential Equations of Mixed Type in Banach Spaces
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  impulsive
       Existence theorems of solutions for nonlinear impulsive volterra integral equations in banach spaces
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       In this paper, we use the M?nch fixed-point theorem to prove some existence theorems of solutions for the nonlinear impulsive Volterra integral equations in Banach spaces that improve and extend the results in [2].
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       Existence of solutions for second order impulsive differential equations
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       In this paper, we apply the coincidence degree theory to study nonlinear second order impulsive periodic boundary value problems (PBVP).
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       Existence of solutions of Sturm-Liouville boundary value problems for nonlinear second order impulsive differential equations in Banach spaces
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         This paper gives a method for analysing and computing the response of a multiple -layered cylindrical structure to impulsive waves in an infinite elastic medium. In the analysis of the response of a multiple-layered structure the number of equations increases with the number of layers of the structure.This makes the computation more difficult. Based on the behaviour of a multiple-layered structure this paper makes use of "the tramsfer matrix" to compute it. By using this method, epuations always keep ...
            本文给出了一种分析计算无限弹性介质中多层园柱结构对脉冲波的响应的方法。在多层结构的响应分析中,方程的个数随结构的层数而增加,使计算变得更加困难,本文基于多层结构的特点,采用了“迁移矩阵”,用这种方法不管结构层数的多少,方程总是保持为四组,使计算得到了简化。 文中分析了带覆盖的双层结构和三层结构方案,可供设计参考。
文摘来源
         Some integral inequalities of Bihari type containing Stielties integrals havebeen established and used to investigate the stability and boundedness of measuredifferential equations and nonlinear differential systems in which perturbationsare impulsive,results obtained improve the corresponding parts of [7],[10] and[11] to some extent.
            本文获得了几个含Stieltjes积分的Bihari型积分不等式,并用于考察非线性测度微分方程和冲击扰动微分方程之解的界和稳定性,所得结果分别改进了[7]、[10]、[11]中相应的部分结果.
文摘来源
         The impulsive equation for general dynamic systems represented by pseudo-velocities is presented. The dynamic systems may be holonomic cr non-holonomic. A matrix method for solving this equation is studied, which euables us to treat the impact motion of complex systems more easily.Three types of impact and its fundamental properties are discussed. It is demonstrated that the Newton's rule of impact and Carnot theorem are valid for the impulsive motion of complex systems. The "quivalent impuls...
            本文提出伪速度下的碰撞方程,提出它的矩阵解法,讨论了复杂系统的三类碰撞问题,论证了复杂系统的碰撞定律和动能损失的Carnot定理,导出了“当量碰撞质量”的计算公式。
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