无锡轻工大学学报
無錫輕工大學學報
무석경공대학학보
JOURNAL OF WUXI UNIVERSITY OF LIGHT INDUSTRY
2001年
2期
190-195
,共6页
两个自由度系统%同宿轨道%混沌%多重尺度法
兩箇自由度繫統%同宿軌道%混沌%多重呎度法
량개자유도계통%동숙궤도%혼돈%다중척도법
研究了一类两个自由度系统，利用多重尺度法证明存在锁频于Ω的周期解，在一定条件下可变换为Wiggins的系统［1］，给出了这类系统的同宿轨道的计算公式.
研究瞭一類兩箇自由度繫統，利用多重呎度法證明存在鎖頻于Ω的週期解，在一定條件下可變換為Wiggins的繫統［1］，給齣瞭這類繫統的同宿軌道的計算公式.
연구료일류량개자유도계통，이용다중척도법증명존재쇄빈우Ω적주기해，재일정조건하가변환위Wiggins적계통［1］，급출료저류계통적동숙궤도적계산공식.
Some systems having two degrees of freedom are investigated, the existence of the perioduc solution locked to Ω is proved by using of the method of multiple scale. The systems can be translated to the systems developed by Wiggins［1 under some conditions. This calculating fommula for detecting the homoclinic orbits of this systems is given.
