纺织高校基础科学学报
紡織高校基礎科學學報
방직고교기출과학학보
BASIC SCIENCES JOURNAL OF TEXTILE UNIVERSITIES
2014年
4期
439-442,458
,共5页
线性微分跟踪器%Riemann引理%正态分布
線性微分跟蹤器%Riemann引理%正態分佈
선성미분근종기%Riemann인리%정태분포
linear tracking-differentiator%Riemann lemma%normal distribution
在较弱的条件下,研究了一个线性跟踪微分器跟踪干扰信号并提取其微分的问题。首先,应用特征根法得到跟踪微分器系统的解。其次,利用Riemann引理对跟踪信号的收敛性进行理论证明。最后,通过数值模拟论证了跟踪微分器能够有效地跟踪微分信号。
在較弱的條件下,研究瞭一箇線性跟蹤微分器跟蹤榦擾信號併提取其微分的問題。首先,應用特徵根法得到跟蹤微分器繫統的解。其次,利用Riemann引理對跟蹤信號的收斂性進行理論證明。最後,通過數值模擬論證瞭跟蹤微分器能夠有效地跟蹤微分信號。
재교약적조건하,연구료일개선성근종미분기근종간우신호병제취기미분적문제。수선,응용특정근법득도근종미분기계통적해。기차,이용Riemann인리대근종신호적수렴성진행이론증명。최후,통과수치모의론증료근종미분기능구유효지근종미분신호。
In this work ,a linear tracking‐differentiator is applied to extract differential signal from the corrupted input under a weaker assumption .Firstly ,the eigenvalue method is used to solve the system . Secondly ,the convergence of the tracking‐differentiator is obtained by Riemann lemma .Finally ,some numerical simulations demonstrate that the proposed tracking‐differentiator can extract differential sig‐nal effectively .