FITRIYAH, FITRIYAH (2008) PENERAPAN METODE KRYLOFF DAN BOGOLIUBOFF DALAM MENYELESAIKAN PERSAMAAN DIFERENTIAL KUASI LINIER. Other thesis, University of Muhammadiyah Malang.

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PENERAPAN_METODE_KRYLOFF_DAN_BOGOLIUBOFF_DALAM_MENYELESAIKAN_PERSAMAAN_DIFERENTIAL_KUASI_LINIER.pdf Download (51kB)  Preview 
Abstract
Diferential Equation grow in mathematich model, on them true mathematich, one of them Quasi Linier differential equation important think on saince and technik. For non linier differential equation , if on the term there highest derivatife on differential equation that not multiply between tied up variabels with the derivatife so the equation is called quasi linier diffeential equation. This thesis will be show about solution ofv quasi linier differntial equation with kryloff and bogoliuboff methode so differential equation solution of van der pool quasi linier equation and unharmonich pendulum. Solution of quasi linier differential equation with kryloff and bogoliuboff methode with general term: have two term, is: c. d. On two term have special case is : if form just follow on and form just follow on . For solution of van der poll quasi linier equation with kryloff and bogoliuboff methode, the solution is: Where first amplitude For solution of unharmonich pendulum with kryloff and bogoliuboff methode, the solution is: is amplitude and is constanta
Item Type:  Thesis (Other) 

Subjects:  L Education > L Education (General) 
Divisions:  Faculty of Teacher Training and Education > Department of Mathematics and Computing 
Depositing User:  Anggit Aldila 
Date Deposited:  03 May 2012 04:21 
Last Modified:  03 May 2012 04:21 
URI:  http://eprints.umm.ac.id/id/eprint/4039 
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