Abstract

Expressions of the thermodynamical quantities, i.e. the energy E, the entropy S and the heat capacity C are established by including the isovector neutron-proton (np) pairing effect. They are deduced using temperature-dependent gap equations . E, S and C are numerically studied as a function of the temperature for some even-even proton-rich nuclei. The single-particle energies used are those of a Woods-Saxon deformed mean field. It is shown that the isovector pairing effect on E, S and C is non-negligible, not only in the 0 ≤ T ≤ Tcnp region (Tcnp being the critical temperature beyond which the np pairing vanishes), but also in the Tcnp ≤ T ≤ Tcn region (Tcn being the neutron-system critical temperature).

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