Physical properties of the ferromagnetic quantum critical system YbNi$_4$(P$_{1-x}$As$_{x}$)$_2$

Kristin Kliemt, Jacintha Banda, Pavlo Khanenko, Ali Scherzad, Ulrike Stockert, Anna Efimenko, Kurt Kummer, Cornelius Krellner, Manuel Brando
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Abstract

We report on single crystal growth and physical properties of the quantum critical Kondo-lattice system YbNi$_4$(P$_{1-x}$As$_{x}$)$_2$ with $0\leq x\leq 1$ which hosts a ferromagnetic quantum critical point at $x \approx 0.1$. We performed measurements of the magnetization, electrical resistivity, thermopower, heat capacity, and resonant X-ray emission spectroscopy. Arsenic substitution leads to a homogeneous increase of the unit-cell volume, with well-defined As-concentrations in large parts of the single crystals. All data consistently show that with increasing $x$ the Kondo temperature increases, while the magnetic anisotropy observed at low $x$ fully vanishes towards $x=1$. Consequently, at low temperatures, the system shows a crossover from pronounced non-Fermi liquid behaviour for $x \leq 0.2$ to a Fermi liquid behavior for $x > 0.2$ with weak correlations. There is a continuous change in Yb valence from nearly trivalent at low $x$ to a slightly lower value for $x = 0.6$, which correlates with the Kondo temperature. Interestingly, specific heat measurements at very low temperatures show that $C/T$ strongly increases towards lower $T$ for $x = 0.13$ and $x = 0.2$ with a very similar power law. This suggests that in YbNi$_4$(P$_{1-x}$As$_{x}$)$_2$ a quantum critical region rather than a quantum critical point might exist.
铁磁量子临界系统 YbNi$_4$(P$_{1-x}$As$_{x}$)$_2$ 的物理特性
我们报告了量子临界近藤晶格体系 YbNi$_4$(P$_{1-x}$As$_{x}$)$_2$的单晶生长和物理性质。我们进行了磁化、电阻率、热功率、热容量和共振 X 射线发射光谱的测量。砷的置换导致了单位晶胞体积的均匀增加,在单晶体的大部分区域都有明确的砷浓度。所有数据一致表明,随着 x 值的增加,Kondo 温度升高,而在低 x 值时观察到的磁各向异性在 x=1 值时完全消失。因此,在低温条件下,该体系表现出从 x \leq 0.2 值时明显的非费米液体行为到 x >0.2 值时具有弱相关性的费米液体行为的交叉。镱价发生了连续变化,从低 x 值时的接近三价到 x = 0.6 值时的略低值,这与近藤温度相关。有趣的是,在极低温度下的比热测量结果表明,在 $x = 0.13$ 和 $x = 0.2$ 时,$C/T$以非常相似的幂律向较低的 $T$ 强力递增,这表明在 YbNi$_4$(P$_{1-x}$As$_{x}$)$_2$ 中可能存在一个量子临界区,而不是量子临界点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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