Abstract
The magnetic properties of bond-diluted nearest-neighbor interaction mixed spin-1/2 and spin-1 Ising ferrimagnetic spin system with different transverse fields are investigated within the framework of the finite cluster approximation (FCA). Particular emphasis is given to the square lattice with coordination number for which magnetizations are obtained. The interactions are assumed to be independent random variable with distribution , where . If bond concentration varies in the certain ranges, we find that the compensation temperature is obtained for the values of the different transverse fields and in a restricted region. We obtain the values of the critical different transverse fields and critical bond concentration in this paper.
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