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Deanship of Graduate Studies
Document Details
Document Type
:
Thesis
Document Title
:
COMPUTING EIGENVALUES OF SELF-ADJOINT OPERATOR
حساب القيم الذاتية للمؤثرات ذات المرافق الذاتي
Subject
:
Faculty of Sciences
Document Language
:
Arabic
Abstract
:
The objective of the present thesis is to compute the eigenvalues for self-adjoint operator in one dimension. Shrödinger operators: Where are given as models to study and compute the eigenvalues. We discuss two different methods: Galerkin method and Power method. We use finite element method as a technique to solve the problems. We consider two models: harmonic (P = 2) and anharmonic oscillator (P = 4; 6; 8). The piecewise, cubic Hermite and quintic elements have been used in our numerical results. We also use the package ’Chebgui’ to find the eigenvalues. All programs are written in Matlab and Maple programs. Tables and figures exhibiting the main results are given. The thesis is written using the Latex program.
Supervisor
:
Dr. Aatef Hobiny
Thesis Type
:
Master Thesis
Publishing Year
:
1439 AH
2018 AD
Added Date
:
Monday, April 16, 2018
Researchers
Researcher Name (Arabic)
Researcher Name (English)
Researcher Type
Dr Grade
Email
ايمان طالب الكثيري
Alkathiri, Eman Taleb
Researcher
Master
Files
File Name
Type
Description
43233.pdf
pdf
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