Pappas C, Bannenberg L J, Lelièvre-Berna E, Qian F, Dewhurst C D, Dalgliesh R M, Schlagel D L, Lograsso T A, Falus P
Delft University of Technology, Mekelweg 15, 2629 JB Delft, Netherlands.
Institut Laue-Langevin, 71 Avenue des Martyrs, 38000 Grenoble, France.
Phys Rev Lett. 2017 Jul 28;119(4):047203. doi: 10.1103/PhysRevLett.119.047203. Epub 2017 Jul 25.
The reference chiral helimagnet MnSi is the first system where Skyrmion lattice correlations have been reported. At a zero magnetic field the transition at T_{C} to the helimagnetic state is of first order. Above T_{C}, in a region dominated by precursor phenomena, neutron scattering shows the buildup of strong chiral fluctuating correlations over the surface of a sphere with radius 2π/ℓ, where ℓ is the pitch of the helix. It has been suggested that these fluctuating correlations drive the helical transition to first order following a scenario proposed by Brazovskii for liquid crystals. We present a comprehensive neutron scattering study under magnetic fields, which provides evidence that this is not the case. The sharp first order transition persists for magnetic fields up to 0.4 T whereas the fluctuating correlations weaken and start to concentrate along the field direction already above 0.2 T. Our results thus disconnect the first order nature of the transition from the precursor fluctuating correlations. They also show no indication for a tricritical point, where the first order transition crosses over to second order with increasing magnetic field. In this light, the nature of the first order helical transition and the precursor phenomena above T_{C}, both of general relevance to chiral magnetism, remain an open question.
参考手性螺旋磁体MnSi是首个报道有斯格明子晶格关联的体系。在零磁场下,Tₙ处向螺旋磁态的转变是一级相变。在Tₙ之上,在由前驱现象主导的区域,中子散射显示在半径为2π/ℓ的球面上有强手性涨落关联的积累,其中ℓ是螺旋的螺距。有人提出,这些涨落关联按照布拉佐夫斯基为液晶提出的一个方案驱动螺旋转变为一级相变。我们展示了一项在磁场下的全面中子散射研究,该研究提供了证据表明情况并非如此。尖锐的一级相变在高达0.4 T的磁场下仍然存在,而涨落关联在已经高于0.2 T时就开始减弱并沿场方向集中。因此,我们的结果将转变的一级性质与前驱涨落关联分离开来。它们也没有显示出存在三临界点的迹象,在三临界点处一级相变随着磁场增加转变为二级相变。鉴于此,一级螺旋转变的性质以及Tₙ之上的前驱现象,这两者对手性磁学都具有普遍相关性,仍然是一个悬而未决的问题。