Brief review on nonlinear master schrödinger equation and its related gauge invariance

Open

Teguh Budi Prayitno

2021 AIP Conference Proceedings Vol. 2320 Conference paper Cited by 0 SDG 7 Quartile

Abstract

We review the derivation as well as the free particle solution of nonlinear master Schrödinger equation. Even though this equation is founded by the Hamilton-Jacobi and continuity equations, the plane-wave solution does still exist for the free particle case. In addition, we will also formulate the gauge invariance form, which describes the electromagnetic interaction. In this case, the Hamilton-Jacobi equation should be modified while the continuity equation remains unchanged. © 2021 American Institute of Physics Inc.. All rights reserved.

Affiliations

Department of Physics, Faculty of Mathematics and Natural Science, Universitas Negeri Jakarta, Jakarta Timur, 13220, Indonesia

Research at a Glance

Premium content — register to unlock

Research at a Glance

Register to unlock

Topics & SDG Alignment

Premium content — register to unlock

Topics & SDG Alignment

Register to unlock

Collaboration

Premium content — register to unlock

Collaboration

Register to unlock

Author Profile (Selected)

Premium content — register to unlock

Author Profile (Selected)

Register to unlock

References Overview

Premium content — register to unlock

References Overview

Register to unlock

Journal & Source

Premium content — register to unlock

Journal & Source

Register to unlock

Metadata & Integrity

Premium content — register to unlock

Metadata & Integrity

Register to unlock