Fractional stress energy tensor for Yukawa lagrangian density in Riemann-Liouville definition

Other Title(s)

الصياغة الكسرية لكثافة لاجرانج لنظرية يوكاوا

Dissertant

al-Sawalqa, Riham Abd al-Hamid Hilal

Thesis advisor

Jaradat, Imad Khalid Yusuf

Comitee Members

al-Tarawinah, Dirar Mahmud
al-Shar, Muhammad Abd al-Karim
al-Sabayilah, Muayyad Abd al-Rahim

University

Mutah University

Faculty

Faculty of Science

Department

Department of physics

University Country

Jordan

Degree

Master

Degree Date

2016

English Abstract

In this work , from the Lagrangian density of Yukawa interaction we find the equation of motion , the Hamiltonian density , and the energy stress tensor in classical form .

And the aim of this study is to rewrite the Lagrangian density of Yukawa interaction , equation of motion , the Hamiltonian density , and the energy stress tensor in fractional form .

we use Agrawal procedure and fractional variation principle to find the fractional Euler-Lagrange equation .

The fractional energy-stress tensor was obtain in fractional form from fractional Noether's theorem .

we write the Lagrangian density for Yukawa interaction in fractional form and find the equation of motion , the Hamiltonian density , and the energy stress tensor in fractional form, and we compare between the fractional form and classical form .

All fractional will be in Riemann-Liouville sense

Main Subjects

Information Technology and Computer Science

No. of Pages

52

Table of Contents

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Language

English

Data Type

Arab Theses

Record ID

BIM-749496