Ising Chains Properties at Low Temperature Extended Analysis | ||
| Journal of Kufa for Mathematics and Computer | ||
| Article 1, Volume 2, Issue 2, August 2015, Pages 37-40 | ||
| Authors | ||
| Z. Habeeb; Mansoor A; Nazera K. Dakhil; Fatimah O. salman | ||
| Abstract | ||
| The transfer matrix method is used to describe the properties of the random bond of a simple periodic frustrated Ising chain in a uniform magnetic field. Doman and Williams(1982) are found expressions for the thermodynamic functions of the system at low temperature. Their methods is extended to apply to a system of five-anti ferromagnetic bond Ising chain terminated by a ferromagnetic bond at low temperatures. New expressions for the magnetization, energy, and entropy as a functions of magnetic field is found. All results are in agreement with the previous results. | ||
| Keywords | ||
| Random bond; Ising chain; magnetic field five; antiferromagnetic bond | ||
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