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dc.contributor.advisorJaharuddin
dc.contributor.advisorKusnanto, Ali
dc.contributor.authorPutri, Randita Gustian
dc.date.accessioned2013-11-12T02:33:34Z
dc.date.available2013-11-12T02:33:34Z
dc.date.issued2013
dc.identifier.urihttp://repository.ipb.ac.id/handle/123456789/65909
dc.description.abstractVon Karman equation is an equation that describes fluid viscous flow induced by infinite disk rotation. By assuming steady flow and laminar, viscous incompressible fluid flow is represented in Von Karman equation by an angular velocity and the vertical direction velocity as the independent variables. Von Karman equation is a nonlinear problem that is solved using the homotopy method. The use of homotopy method is done by defining an homotopy function that requires auxiliary parameters to control the convergent region of the solution. The solution is a recursive formula with given initial conditions. Using software based-functional shows that velocity components converge to a value.en
dc.subjectBogor Agricultural University (IPB)en
dc.subjectvelocity componentsen
dc.subjectnonlinear problemen
dc.subjectnonlinear problemen
dc.subjectVon Karman equationen
dc.titlePenyelesaian Masalah Rotasi Aliran Fluida Kental Von Karman Menggunakan Metode Homotopien


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