periodic perturbation 中文意思是什麼

periodic perturbation 解釋
周期擾動
  • periodic : adj. 1. 周期的,回歸的,定期的,定時的;間歇的,時時的。2. 某一時期的。3. 【修辭學】掉尾句的,圓周句的;美詞麗句的。adj. 【化學】高碘的。
  • perturbation : n. 1. 慌張,動搖;混亂。2. 狼狽,不安,焦慮。3. 引起不安[混亂]的事物;引起動搖的原因。4. 【天文學】攝動;【物理學】微擾。adj. -al
  1. In this case, we establish the persistence of invariant manifolds for certain perturbation of the cqs equation under even periodic boundary conditions

    在這種情況下,我們對方程作了一些相平面分析,並得到了在擾動之後不變流行的保持性。
  2. The paper is concerned with periodic solutions to nonautonomous second order hamilton systems where, m : [ 0, t ] - s ( rn, rn ) is a continuous mapping in the space s ( rn, rn ) of symmetric real ( n x n ) - matrices, such that for some u > 0 and all ( t, z ) [ 0, t ] x rn, ( m ( t ) x, x ) > u | x | 2. a s ( rn, rn ), f : [ 0, t ] x rn r is continuous and f : [ 0, t ] xr r exists, is continuous and we study the existence of periodic solutions of the systems by using ekeland variational principle and the saddle points theorem. we suppose that the nonlinearity vf and potential f belongs to a class of unbounded functional. our work improves the existed results. we obtained the results of multiplicity of periodic solutions of the systems by using lusternik - schnirelman category theory and the generalized saddle points theorem, and the functional does not need the condition of constant definite. at last, we obtained the existence of infinity many distinct periodic solutions of the corresponding non - perturbation systems by using the symmetric mountain pass theorem

    ( ? , ? )為r ~ n中內積, | ? |為對應范數。 f [ 0 , t ] r ~ n r連續, ? f ( t , x )存在且連續, h l ~ 1 ( 0 , t ; r ~ n ) 。利用ekeland變分原理和鞍點定理討論了該系統周期解的存在性,把非線性項和位勢函數放寬到一類無界函數,推廣了這方面工作的一些已有結果;利用廣義鞍點定理和lusternik - schnirelman疇數理論得到了該系統的多重周期解,取掉了泛函的常定要求;最後利用對稱山路定理得到沒有擾動時系統的無窮多周期解。
  3. Then the behavior of the free joint when we bring the periodic perturbation through controlling the actuated joint is analysed, we can find in the result that the behavior of the free joint in the phase plane follows an ordered closed trajectory with the center equilibrium point + 2 in the case where the amplitude of the input is small, we can define a weakening factor to make the position of the free joint reach the center equilibrium point + 2

    通過相平面分析的方法分析了當驅動臂施加周期擾動對非驅動臂運動的影響,其結論為通過調整驅動臂周期擾動的幅度及極性,可以使非驅動臂沿著圍繞平衡點2的極限環軌跡運動。在此基礎上,提出衰減因子的概念,通過衰減因子調整驅動臂擾動的幅度和周期,使非驅動臂能夠穩定在平衡點2 。
  4. The existence of uniformly asymptotically stable almost periodic solution of nonlinear differential equation with coefficient perturbation

    具系數擾動的非線性微分方程的一致漸進穩定的概周期解
  5. By means of the proposed reinforcement learning algorithm and modified genetic algorithm, neural network controller whose weights are optimized could generate time series small perturbation signals to convert chaotic oscillations of chaotic systems into desired regular ones. the computer simulations on controlling henon map and logistic chaotic system have demonstrated the capacity of the presented strategy by suppressing lower periodic orbits such as period - 1 and period - 2. meanwhile, the periodic control methodology is utilized, the higher periods such as period - 4 can also be successfully directed to expected periodic orbits

    該控制方法無需了解系統的動態特性和精確的數學模型,也不需監督學習所要求的訓練數據,通過增強學習訓練方式,採用改進遺傳演算法優化神經網路權系數,使之成為混沌控制器,便可產生控制混沌系統的時間序列小擾動信號,模擬實驗結果表明它不僅能有效鎮定混沌周期1 、 2等低周期軌道,而且在周期控制技術基礎上,也可成功將高周期混沌軌道(如周期4軌道)變成期望周期行為。
  6. The paper researches on the control of chaos or hyperchaos via the method of the tune - delayed feedback control ( dfc ), the proportional periodic pulse perturbation to the system variables ( pp - sv ) and limiting amplitude

    本文主要對時間延遲反饋法( dfc ) 、正比于系統變量的周期脈沖擾動法( pp - sv )及限幅法這三種控制混沌和超混沌系統的方法展開了研究工作。
  7. Some fundamental methods in mathematical analysis are applied to prove the unique decomposition theorem : the distance between vector - valued pseudo almost periodic functions in metric spaces and almost periodic functions is an ergodic perturbation

    應用數學分析中的基本方法證明了唯一分解定理,即距離空間中的向量值偽概周期函數和概周期函數之間的距離是一個遍歷擾動。
  8. The dynamics of the satellite motion systems under the periodic perturbation

    周期擾動下衛星運動系統的動力學性質
分享友人