Skills (4)
Research experience
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Jan 2009–
Dec 2013Research: Tabuk Portal Universtiy
Tabuk Portal UniverstiyTabūk · Saudi Arabia -
Jan 2005
Research: University of Jordan
University of Jordan · Department of PhysicsAmman · Jordan
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Jun 2004
Research: Theoretical Physics Group
Education
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Oct 2000–
Jun 2004Jordan University
Theoretical Physics · PhDJordan · Amman
Other
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LanguagesEnglish and Arabic
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Scientific MembershipsIOP, AIP,
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Journal RefereesAsian Journal of Applied Sciences
Publications (25) View all
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Dataset: 13- Infinite Networks of Identical Capacitors- journal copy
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Article: Infinite Body Centered Cubic Network of Identical Resistors
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ABSTRACT: We express the equivalent resistance between the origin and any other lattice site in an infinite Body Centered Cubic (BCC) network consisting of identical resistors each of resistance R rationally in terms of known values and . The equivalent resistance is then calculated. Finally, for large separation between the origin and the lattice site two asymptotic formulas for the resistance are presented and some numerical results with analysis are given.02/2013; -
Article: Infinite face-centered-cubic network of identical resistors: Application to lattice Green's function Infinite face-centered-cubic network of identical resistors: Application to lattice Green's function
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ABSTRACT: The equivalent resistance between the origin and any other lattice site, in an infinite face-centered-cubic network consisting of identical resistors, has been expressed rationally in terms of the known value fo(3; 0, 0, 0) and π. The asymptotic behavior is investigated, and some calculated values for the equivalent resistance are presented.European Physical Journal Plus 02/2013; 128(1):1-5. -
Article: Fractional Euler-Lagrange equation of Caldirola-Kanai oscillator
Romanian Reports in Physics 12/2012; · 0.50 Impact Factor -
Article: Infinite Face Centered Cubic Network of Identical Resistors
[show abstract] [hide abstract]
ABSTRACT: The equivalent resistance between the origin and any other lattice site, in an infinite Face Centered Cubic network consisting from identical resistors, has been expressed rationally in terms of the known value and . The asymptotic behavior is investigated, and some calculated values for the equivalent resistance are presented.05/2012;
About
Dr. Jihad Asad received his B.Sc. in Physics in 1995 at An-Najh National University, Palestine. He got his M.Sc. in Physics in 1998 from An-Najh National University, Palestine. Finally, he obtained his Ph.D. from University of Jordan, Jordan in 2004 in Theoretical Physics.
Dr. Jihad Asad’s current research interests are focused on:
Lattice Green`s Functions in Condensed Matter
Analysis of Electric Circuit by Charge (Current) Distribution
Application of Fractional Calculus in Physics
