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Gina Rose Tongco (last updated: June 31, 2006) |
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Schematic of the magnetic ring The effects of a long-range interaction in a one-dimensional (1D) magnetic ring is studied. In this work, the Monte Carlo method is employed to obtain the equilibrium state of a modified quasi-1D Ising model having a dipolar interaction in a ring geometry. At low temperatures (T), the behavior of the magnetization (M) as a function of T is shown to depend on the strength of the dipolar interaction (G). For a ring consisting of 10 spins, ferromagnetic states occur in the ground state (T = 0) for a small value of G. Antiferromagnetic states are favored when G is large even at a finite temperature. The magnetization saturates at high T. Also, an effective lowering of the total energy is achieved when smaller values of G approach zero and when large value of G is increased further. Similar effects are observed for rings having a larger number of spins. |
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Local publications/undergraduate thesis G.R. Tongco and C. Villagonzalo, Dipolar Interaction in a 1D Ising Ring, Proceedings of the Samahang Pisika ng Pilipinas Vol. 1 (22nd SPP Physics Congress), Tagbilaran, Bohol, 25-27 October 2004. Download G.R.
Tongco and C. Villagonzalo, Dipolar
Interaction in a 1D Ising Ring,
Science Diliman Vol.
16 No. 2 (July - December 2004). Download G.R. Tongco, Monte Carlo studies of low dimensional magnetic systems, Undergraduate Thesis, University of the Philippines, Diliman, October 2005. |
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Sample Photo 22nd SPP Congress: Chocolate Hills, Bohol, Philippines |
Preview: NIP Comics by Leo Mendel Rosario
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