Quantum fluctuations and criticality in model magnets

模型磁体中的量子涨落和临界性

• 批准号: EP/F032293/1
• 负责人: Desmond McMorrow
• 金额: $ 59.7万
• 依托单位: University College London
• 依托单位国家: 英国
• 项目类别: Research Grant
• 财政年份: 2008
• 资助国家: 英国
• 起止时间: 2008 至 无数据
• 项目状态: 已结题
• 来源: https://gtr.ukri.org/projects?ref=EP%2FF032293%2F1
• 关键词: Quantum; fluctuations; criticality; model; magnets

Phase transitions are ubiquitous in nature. Indeed, the daily pattern of peoples lives is intimately concerned with the phase transitions of one particularly important substance even though they rarely give it a second thought. Whether it is waiting for the kettle to boil for the morning cup of tea, or for the ice to melt in ones drink at the end of a long day, people depend on the properties of H2O in its different phases of ice, water or steam. The stability of these phases arises from a balance between, on the one hand, attractive forces between the H2O molecules, and, on the other hand, the disordering effects of thermal fluctuations which become more intense with increasing temperature. When attractive forces win out of thermal fluctuations a gas of H2O molecules first condenses to form water before freezing into ice.Does this mean that all materials will be icely sterile when cooled down to low temperatures, or correspondingly that phase transitions should only be expected at elevated temperatures? Surprisingly, perhaps, the answer to this question is no for certain classes of materials, and that matter can in fact melt even at the absolute zero of temperature, T= 0 Kelvin (-273.15 degrees centigrade), the point at which all thermal motion ceases. Materials that can melt at T= 0 K are those that experience strong quantum fluctuations. That is fluctuations that arise because of the quantum rules that apply to matter at the atomic scale. Roughly speaking, quantum fluctuations are the uncertainty in the famous Uncertainty Principle proposed by Heisenberg.Although quantum fluctuations might at first be thought to destabilise a system as much the same way as thermal fluctuations destabilise order at a classical (thermal) phase transition, experiments over the last decade or so have revealed in fact that entirely new states of matter can arise in the vicinity of so-called quantum critical points. The development of the theory describing thermal phase transitions produced one of the pinnacles of 20th century science, the Renormalisation Group Theory, for which Kenneth Wilson was awarded the Noble prize. In comparison, the study of quantum phase transitions can be said to be in its infancy. Our work is focussed on making significant contributions to the rapidly developing field of quantum phase transitions by performing experiments on some of the simplest systems that display such phenomena: arrays of interacting atomic magnets ( spins ). Chemical ingenuity allows magnetic arrays of different architecture and dimensionality, such as quantum spin chains, ladders, plaquettes, planes, etc., to be grown within three dimensional crystals. Changes to the spin configuration can then be monitored in exquisite detail by firing beams of neutrons through the arrays and monitoring how the neutrons are deflected as the system is driven through a quantum phase transition (e.g. by applying a magnetic field, pressure, etc.). The full spatial and temporal correlations of the spin system are reconstructed in this way, allowing questions to be answered such as whether the spins crystallise to form an ordered array, or remain disordered to form a quantum spin liquid (and if so what type). This is exactly the type of information required by the large community of theoretical physicists who study quantum phase transitions to test and develop their theories.Our neutron scattering experiments on quantum fluctuations and criticality in model magnets will thus not only help to answer the important fundamental question of how matter can melt at the absolute zero of temperature, but will also provide new insights into the nature of the fascinating states of matter that occur in the vicinity of quantum critical points.

相变在自然界中普遍存在。事实上，人们的日常生活模式与一种特别重要的物质的相变密切相关，尽管他们很少再考虑它。无论是等待水壶煮沸早上的一杯茶，还是在漫长的一天结束时等待冰融化在饮料中，人们都依赖于H2O在冰，水或蒸汽的不同阶段的特性。这些相的稳定性源于一方面H2O分子之间的吸引力和另一方面随着温度升高而变得更加强烈的热波动的无序效应之间的平衡。当吸引力战胜热涨落时，H2O分子气体首先凝结成水，然后冻结成冰。这是否意味着所有材料在冷却到低温时都是冰冷无菌的，或者相应地，相变应该只在高温下才能预期？也许令人惊讶的是，对于某些类型的材料，这个问题的答案是否定的，事实上，即使在绝对零度，T= 0开尔文（-273.15摄氏度），所有热运动停止的点，物质也可以熔化。能够在T= 0 K熔化的材料是那些经历强烈量子涨落的材料。这是由于适用于原子尺度物质的量子规则而产生的波动。粗略地说，量子涨落是海森堡提出的著名的测不准原理中的不确定性。虽然量子涨落最初可能被认为是不稳定的系统，就像热涨落在经典（热）相变中不稳定秩序一样，在过去十年左右的实验中，事实上已经揭示了全新的物质状态可以在如此接近的地方出现，叫做量子临界点。描述热相变的理论的发展产生了世纪科学的顶峰之一--重整化群理论，肯尼思·威尔逊因此获得诺贝尔奖。相比之下，量子相变的研究可以说是处于起步阶段。我们的工作重点是通过对一些显示这种现象的最简单系统进行实验，为快速发展的量子相变领域做出重大贡献：相互作用的原子磁体（自旋）阵列。化学独创性允许不同结构和维度的磁性阵列，例如量子自旋链、梯子、斑块、平面等，在三维晶体中生长。然后，通过发射穿过阵列的中子束，并监测中子在系统被驱动通过量子相变时如何偏转（例如，通过施加磁场，压力等），可以精确地监测自旋构型的变化。自旋系统的完整空间和时间相关性以这种方式重建，允许回答诸如自旋是否结晶以形成有序阵列或保持无序以形成量子自旋液体（如果是，则是什么类型）的问题。这正是大量研究量子相变的理论物理学家所需要的信息类型，以测试和发展他们的理论。因此，我们关于模型磁体中量子涨落和临界性的中子散射实验不仅有助于回答物质如何在绝对零度下熔化的重要基本问题，而且还将为量子临界点附近发生的迷人的物质状态的本质提供新的见解。

项目成果

Pressure dependence of phonon modes across the tetragonal to collapsed-tetragonal phase transition in CaFe 2 As 2

• DOI: 10.1103/physrevb.81.144502
• 发表时间: 2009-11
• 期刊: Physical Review B
• 影响因子: 3.7
• 作者: R. Mittal;R. Heid;A. Bosak;T. Forrest;S. Chaplot;D. Lamago;D. Reznik;K. Bohnen;Y. Su;N. Kumar;S. Dhar;A. Thamizhavel;Christian Ruegg;M. Krisch;D. McMorrow;T. Brueckel;L. Pintschovius

Strong coupling of Sm and Fe magnetism in SmFeAsO as revealed by magnetic x-ray scattering

• DOI: 10.1103/physrevb.84.054419
• 发表时间: 2011-08-05
• 期刊: PHYSICAL REVIEW B
• 影响因子: 3.7
• 作者: Nandi, S.;Su, Y.;Brueckel, Th.
• 通讯作者: Brueckel, Th.

Direct observation of magnon fractionalization in the quantum spin ladder.

• DOI: 10.1103/physrevlett.102.107204
• 发表时间: 2008-12
• 期刊: Physical review letters
• 影响因子: 8.6
• 作者: B. Thielemann;C. Rüegg;H. Rønnow;A. Läuchli;J. Caux;B. Normand;D. Biner;K. Krämer;H. Güdel;J. Stahn;K. Habicht;K. Kiefer;M. Boehm;D. McMorrow;J. Mésot

Magnetic-field-induced soft-mode quantum phase transition in the high-temperature superconductor La1.855Sr0.145CuO4: an inelastic neutron-scattering study.

高温超导体 La1.855Sr0.145CuO4 中磁场诱导的软模量子相变：一项非弹性中子散射研究。

• DOI: 10.1103/physrevlett.102.177006
• 发表时间: 2009
• 期刊: Physical review letters
• 影响因子: 8.6
• 作者: Chang J