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ITS » Undergraduate Theses » Matematika Ekstensi Posted by system at 09/04/2010 15:49:44 • 2505 Views
MENUNJUKKAN EKSISTENSI ORBIT PERIODIK DARI SISTEM DINAMIK DENGAN MENGGUNAKAN BIFURKASI HOPF
INDICATE THE EXISTANCE PERIODIC ORBIT SYSTEM USING DYNAMIC BIFURKASI HOPF
Author : YENNI NOVITASARI ( 1299109038 )
ABSTRAK
Pada skripsi ini akan ditunjukkan eksistensi orbit periodik dari sistem dinamik dengan menggunakan bifurkasi Hopf. Sistem dinamik mempunyai orbit periodik jika mempunyai sepasang eigenvalue kompleks titik tetap mengalami perubahan stabilitas disekitar nilai bifurkasi dan dipenuhinya syarat transversal. Beberapa contoh diberikan untuk memahami terjadinya orbit periodik dengan bifurkasi Hopf.
ABSTRACT
At the end of this tusk will be shown the existence of orbit periodic of the system by using dynamic bifurkasi Hopf. Dynamic system has periodic orbit also has a pair of complex eigenvalue fixed point changes stability and the value bifurkasi neet its requirements in the transversal. Some example are given to understund the occurrence of periodic orbit with bifurkasi Hopf.
Keywords:
bifurkasi Hopf;orbit periodik
Subject
: Dinamika
Contributor
Drs. M. Setijo Winarko, M.Si
Date Create
: 03/02/2010
Type
: Text
Format
: pdf
Language
: Indonesian
Identifier
: ITS-Undergraduate-3100010038803
Collection ID
: 3100010038803
Call Number
: RSMa 515.392 Nov m
Source Undergraduate Theses, Mathematics, RSMa 515.392 Nov m, 2010
Coverage ITS Community
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