在d=3的立方旋转旋转玻璃上的轴,平面对角,体对角场:在有限场下,大量的有序相
E Can Artun1,2, Deniz Sarman3, A Nihat Berker1,2,4
1TÜBITAK Research Institute for Fundamental Sciences, Gebze, Kocaeli 41470, Turkey.
在立方旋转旋转玻璃系统 (n≥3) 中出现一个阴性液晶相,在三维中. 磁场揭示了17个新的相位和不同的相位图拓,分析了混乱的重新缩放行为.
科学领域:
- 凝聚物质物理学 凝聚物质物理学
- 统计力学 统计力学
- 磁力学 磁力学 是一种
背景情况:
- 之前在经典的海森堡三维旋转玻璃系统中观察到阴性相的存在.
- 螺旋玻璃系统的特点是灭的混乱和竞争的磁相互作用.
研究的目的:
- 在三个空间维度的n组件立方旋转旋转玻璃系统中研究阴性相的发生.
- 探索这些系统在各种均磁场下的复杂相位图和行为.
主要方法:
- 采用了重规范化组计算,在三维层次格子上准确,在立方格子上近似.
- 在轴向,平面对角和体对角磁场下研究了三维中具有n=2和n=3自旋元件的系统.
主要成果:
- 在n组件立方旋转旋转玻璃系统 (n≥3) 中,在旋转玻璃和无序阶段之间确定了阴性阶段.
- 均磁场的应用揭示了17个不同的相和两个新的旋玻璃相图拓.
- 混乱的重新调整行为和它们的利亚普诺夫指数被计算为这些新的拓.
结论:
- 该n组件立方旋转旋转玻璃系统表现出类似液晶的阴性相,扩大了我们对无序磁系统的理解.
- 在磁场下发现的丰富的相位图凸显了旋玻璃系统对外部干扰的复杂性和敏感性.
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