impulsive function 中文意思是什麼
impulsive function
解釋
脈沖函數-
A sufficient condition of quadratic stability for the impulsive and switched systems is given with a switching law by way of convex combination and single lyapunov function
在有限個備選狀態反饋控制器的條件下，利用凸組合技術和李雅普諾夫函數等方法，給出脈沖切換線性廣義系統二次穩定的充分條件及切換律的設計。 -
In this dissertation, we study some stability properties for two impulsive differential systems employing lyapunov ' s second method : one system is impulsive hybrid differential system : the other is differertial system with impulses at variable time : herein these stability results do not require a lyapunov function to have a negative definite first derivative along trajectories of the system, further we may not require its derivative to restrict the function increasing growth ; and we do not give conditions on continuous portion or discrete portion of the systems respective ! } ", hence we can give mixing conditions on them
在這篇碩士學位論文中，我們主要藉助lyapunov第二方法的思想，討論了兩類脈沖微分系統：脈沖混合微分系統和具有依賴于狀態脈沖的微分系統的穩定性問題。不同於以往的研究，本文所找的lyapunov函數沿系統軌線的一階導數不再局限於常負或定負，甚至不用其導數來限制其增長速度；不再局限於對離散或連續部分分別設置條件，而是對其離散和連續部分設置混合條件。 -
In the fifth chapter, by using the direct lyapunov method and adding some conditions on the controlling function of the derivate of lyapunov function, we get some sufficient conditions on stability and unstability of the impulsive differential system
在第五章中，運用李雅普諾夫直接方法並對李雅普諾夫函數導數的控制函數加以限制，得到了脈沖微分系統穩定性及不穩定性的若干充分條件 -
In the latter part of this paper, by using lyapunov direct method and adding some conditions on the controlling function of the derivate of lyapunov function, we get some sufficient conditions of stability and unstability for impulsive differential system
後半部分主要運用了李雅普諾夫直接方法，並對李雅普諾夫函數導數的控制函數加以限制，得到了脈沖微分系統穩定性及不穩定性的若干充分條件
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