SOLUSI PERIODIK DARI PERSAMAAN KORTEWEG DE VRIES (KDV) DENGAN OPERATOR BILINIER HIROTA
Abstract: Hirota bilinear operator
(Hirota Method) is proposed to
directly construct periodic wave solutions from Korteweg de Vries (KdV) equation.
This solution can be expressed in
terms of Jacobi Theta 4 (Θ4)
functions, with dispersion relation yielded
from degradation of biliear
equation. Then, sinusoidal
wave, Solitary, and Cnoidal can be
reduced from this solution to
asses certain of nome (q).
Key words: Hirota Bilinear
operator, Korteweg de Vries
(KdV) equation, periodic profil gelombang
khusus seperti gelombang Cnoidal
dan Solitary
Penulis: Sri Rubiyanti,
Sutimin
Kode Jurnal: jpmatematikadd100085
