The massive vector field : fractional formulation

Other Title(s)

صياغة كسرية لمجال الكتلة المتجه : باستخدام الحساب الكسري

Dissertant

al-Dhun, Ahmad Samih Ahmad

Thesis advisor

al-Nawafilah, Khalid Isa

Comitee Members

al-Uqayli, Amir Dakhil
Abu Sall, Bilal Mahmud
Jaradat, Imad Khalid Yusuf

University

Mutah University

Faculty

Faculty of Science

Department

Department of physics

University Country

Jordan

Degree

Master

Degree Date

2015

English Abstract

The main object of this work is reformulating the massive vector field Lagrangian Density by using Riemann-Liouville(RL) fractional derivatives.

Also we rewrote the Lagrangian Density of the Massive Vector Field in fractional form using these methods using the fractional variation principle, we determined fractional Euler- Lagrange equations and fractional Hamiltonian equations resulting from the Massive Vector Field using the same definition of the fractional derivatives.

We found that the Euler- Lagrange equations and Hamiltonian equations In classical form is the special case from the fractional derivatives when ( = 1).

Main Subjects

Physics

No. of Pages

45

Table of Contents

• APA
• MLA
• AMA

Language

English

Data Type

Arab Theses

Record ID

BIM-735476