The path integral quantization for the non- conservative systems

Other Title(s)

تكامل المسار للأنظمة غير المحافظة

Dissertant

Tarawinah, Dirar Mahmud F.

Thesis advisor

Rabi, Iqab Mahmud

Comitee Members

al-Umari, Husayn Yusuf
al-Sarhan, Muhammad
Masaifah, Yaqub

University

Mutah University

Faculty

Faculty of Science

Department

Department of physics

University Country

Jordan

Degree

Master

Degree Date

2006

English Abstract

In this thesis both path integral approach for non conservative systems and canonical quantization for the same systems have been studied A general formula for the path-integral of the non-conservative systems was constructed using the fractional derivatives.

In addition, the Piosson brackets have been generalized and used to write the equations of motion for the non-conservative systems in terms of them.

Then, the canonical conjugate momenta and coordinates are defined and turned into operators satisfying the commutation relations.

Further, the generalized Heisenberg equations of motion with fractional derivatives are introduced.

Main Subjects

Information Technology and Computer Science

No. of Pages

27

Table of Contents

Table of contents.

Abstract.

Chapter One : introduction.

Chapter Two : review of literature.

Chapter Three : design and methodology.

Chapter Four : findings and discussions.

Chapter five : conclusion.

References.

American Psychological Association (APA)

Tarawinah, Dirar Mahmud F.. (2006). The path integral quantization for the non- conservative systems. (Master's theses Theses and Dissertations Master). Mutah University, Jordan
https://search.emarefa.net/detail/BIM-298507

Modern Language Association (MLA)

Tarawinah, Dirar Mahmud F.. The path integral quantization for the non- conservative systems. (Master's theses Theses and Dissertations Master). Mutah University. (2006).
https://search.emarefa.net/detail/BIM-298507

American Medical Association (AMA)

Tarawinah, Dirar Mahmud F.. (2006). The path integral quantization for the non- conservative systems. (Master's theses Theses and Dissertations Master). Mutah University, Jordan
https://search.emarefa.net/detail/BIM-298507

Language

English

Data Type

Arab Theses

Record ID

BIM-298507