CD Skripsi
Metode Iterasi Variasional Untuk Mendapatkan Solusi Dual Beberapa Masalah Nilai Batas Nonlinear
ABSTRACT
This final project discusses the variational iteration method to solve a second
order of nonlinear differential equations with boundary conditions. The proposed
theory uses a correction function to obtain an approximation form, as
a dual convergent series solution. The proposed technique is applied to solve
problems in the heat transfer problem, the diffusion-reaction problem and the
reactive transport problem.
Keywords: Correction functional, variational iteration method, heat transfer,
nonlinear differential equation, diffusion-reaction, dual solutions, reactive transport
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