SOLUTION OF HARMONIC OSCILLATOR OF NONLINEAR MASTER SCHRODINGER

Abstract: We have computed the solution of a nonrelativistic particle motion in a harmonic oscillator potential of the nonlinear master Schrodinger equation. The equation itself is based on two classical conservation laws, the Hamilton-Jacobi and the continuity equations. Those two equations give each contribution for the definition of quantum particle. We also prove that the solution can’t be normalized.
Keywords: harmonic oscillator, nonlinear Schrodinger
Penulis: T B Prayitno
Kode Jurnal: jpfisikadd110146

Artikel Terkait :

Jp Fisika dd 2011