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- W1981809301 abstract "The behavior of the specific heat $c_p$, effective mass $M^*$, and the thermal expansion coefficient $alpha$ of a Fermi system located near the fermion condensation quantum phase transition (FCQPT) is considered. We observe the first type behavior if the system is close to FCQPT: the specific heat $c_ppropto sqrt{T}$, $M^*propto1/sqrt{T}$, while the thermal expansion coefficient $alphapropto sqrt{T}$. Thus, the Gruneisen ratio ${rm Gamma}(T)=alpha/c_p$ does not diverges. At the transition region, where the system passes over from the non-Fermi liquid to the Landau Fermi liquid, the ratio diverges as ${rm Gamma}(T)propto 1/sqrt{T}$. When the system becomes the Landau Fermi liquid, ${rm Gamma}(T,r)propto 1/r$, with $r$ being a distance from the quantum critical point. Provided the system has undergone FCQPT, the second type takes place: the specific heat behaves as $c_ppropto sqrt{T}$, $M^*propto 1/T$, and $alpha=a+bT$ with $a,b$ being constants. Again, the Gruneisen ratio diverges as ${rm Gamma}(T)propto 1/sqrt{T}$." @default.
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- W1981809301 date "2004-01-01" @default.
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- W1981809301 title "Two types of the effective mass divergence and the Grüneisen ratio in heavy-fermion metals" @default.
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- W1981809301 doi "https://doi.org/10.1016/j.physleta.2003.11.040" @default.
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