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In this thesis, we studied the effect of temperature and concentration of dopant magnetic
impurity on magnetic properties of Hg1−xMnxTe. We have defined a model Hamiltonian
which represents the interaction of magnons in the system and solved it using the equation
of motion approach of Green’s function formalism. Based on the Green’s function obtained
we have derived theoretical expressions which relate magnetic properties of the system on
dopant concentration (x = 0.1, x = 0.2, x = 0.3) and temperature. The obtained theoretical
relations were plotted and discussed accordingly. From the plots we observed increase in
magnon density and and magnetic susceptibility as temperature of the system increases.
More over, we observed the suppression of magnon number density as dopant concentration
increases. Besides, we observed increase in magnon density and Curie temperature of the
system as the dopant concentration increases. |
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