Infinite Networks of Identical Resistors - Asad, Jihad
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This work is of so importance for physics and electrical engineering students. In this work we show how infinite electric networks consisting of identical resistors can be analyzed using Lattice Green's Function. We present a formalism which is valid for a d- dimensional perfect infinite networks, and a perturbation part for square and Simple Cubic networks. Finally an experimental part for the square and Simple Cubic networks (both perfect and perturbed) has been introduced.

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Produktbeschreibung
This work is of so importance for physics and electrical engineering students. In this work we show how infinite electric networks consisting of identical resistors can be analyzed using Lattice Green's Function. We present a formalism which is valid for a d- dimensional perfect infinite networks, and a perturbation part for square and Simple Cubic networks. Finally an experimental part for the square and Simple Cubic networks (both perfect and perturbed) has been introduced.
Autorenporträt
Jihad Hasan Asad, PhDTheoretical and Mathematical Physics¿ Ph.D. (Physics) 2004, University of Jordan, Amman- 11942, Jordan. ¿ M.Sc. (Physics) 1998, An-Najah National University, Nablus, Palestine. ¿ B.Sc. (Physics) 1995, An-Najah National University, Nablus, Palestine.Published papers: 18 h-index: 5total citations: 51