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Penggunaan Metode Perturbasi Homotopi untuk Menyelesaikan Masalah Aliran Fluida Sisko pada Pipa LurusThe Use of Homotopy Perturbation Method to Solve Problems of Sisko Fluid Flow in a Straight Pipe
(2012)
Sisko fluid is a liquid, which has an important role in daily life as well as in industrial processes. A mathematical model to describe the flow velocity and shear stress of Sisko fluid is derived from the laws of mass and ...
Penyelesaian Model Epidemi SEIV dengan Menggunakan Metode Perturbasi Homotopi
(2014)
SEIV epidemic model is one of mathematical models for the spread of infectious diseases. Examples of infectious diseases that correspond to this model are polio and rabies. One way to handle the spread of infectious diseases ...
The Application of Homotopy Perturbation Method to Solve Nutrition Recycle Problems
(Bogor Agricultural University (IPB), 2011)
Ecosystem is an ecological system that is formed by a mutual inseparable relationship between living organism and environment. The interaction among the components within an ecosystem, especially the nutrition recycle, can ...
Penyelesaian Masalah Rotasi Aliran Fluida Kental Von Karman Menggunakan Metode Homotopi
(2013)
Von 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 ...
The use of homotopy perturbation method to solve fuzzy volterra integral equationsPenggunaan metode perturbasi homotopi untuk menyelesaikan persamaan integral fuzzy volterra
(2011)
Most phenomena in nature can be explained in mathematical models, such as fuzzy Volterra integral equation. The fuzzy Volterra integral equation is a nonlinear integral problem, which is usually difficult to solve by an ...
Penyelesaian Masalah Rotasi Aliran Fluida Kental Von Karman Menggunakan Metode Homotopi
(2013)
Von 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 ...
Penyelesaian Model Epidemi SIR dengan Vaksinasi Konstan Menggunakan Metode Perturbasi Homotopi Optimal
(Bogor Agriculture University (IPB), 2016)
Model epidemi SIR dengan vaksinasi konstan merupakan salah satu model
matematika untuk penyebaran penyakit menular. Model epidemi tersebut
berbentuk sistem persamaan diferensial taklinear. Penyelesaian model epidemi
SIR ...