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Activity Unmasks Chirality in Liquid-Crystalline Matter 活动揭开液晶物质手性的神秘面纱
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-11-21 DOI: 10.1146/annurev-conmatphys-032922-101439
Ananyo Maitra
Active matter theories naturally describe the mechanics of living systems. As biological matter is overwhelmingly chiral, an understanding of the implications of chirality for the mechanics and statistical mechanics of active materials is a priority. This article examines active, chiral materials from a liquid-crystal physicist's point of view, extracting general features of broken-symmetry-ordered phases of such systems without reference to microscopic details. Crucially, this demonstrates that activity allows chirality to affect the hydrodynamics of broken-symmetry phases in contrast to passive liquid crystals, in which chirality induces the formation of a range of spatially periodic structures whose large-scale mechanics have no signatures of broken parity symmetry. In active systems, chirality leads to the formation of phases that break time translation symmetry, which is impossible in equilibrium, and the existence of new kinds of elastic force densities in translation symmetry-broken states.
活性物质理论自然描述了生命系统的力学。由于生物物质绝大多数是手性的,因此了解手性对活性材料力学和统计力学的影响是当务之急。这篇文章从液晶物理学家的角度研究了活性手性材料,在不涉及微观细节的情况下,提取了这类系统的破对称有序相的一般特征。最重要的是,这证明了活动性允许手性影响破对称相的流体力学,这与被动液晶相反,在被动液晶中,手性诱导形成一系列空间周期性结构,其大尺度力学没有破奇偶对称性的特征。在有源系统中,手性会导致形成打破时间平移对称性的相,而这在平衡状态下是不可能的。
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引用次数: 0
High-Order Van Hove Singularities and Their Connection to Flat Bands 高阶范霍夫奇点及其与平带的联系
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-11-15 DOI: 10.1146/annurev-conmatphys-042924-015000
Laura Classen, Joseph J. Betouras
The flattening of single-particle band structures plays an important role in the quest for novel quantum states of matter owing to the crucial role of interactions. Recent advances in theory and experiment made it possible to construct and tune systems with nearly flat bands, ranging from graphene multilayers and moiré materials to kagome metals and ruthenates. Although theoretical models predict exactly flat bands under certain ideal conditions, evidence was provided that these systems host high-order Van Hove points, i.e., points of high local band flatness and power-law divergence in energy of the density of states. In this review, we examine recent developments in engineering and realizing such weakly dispersive bands. We focus on high-order Van Hove singularities and explore their connection to exactly flat bands. We provide classification schemes and discuss interaction effects. We also review experimental evidence for high-order Van Hove singularities and point out future research directions.
由于相互作用的关键作用,单粒子能带结构的扁平化在探索新物质量子态的过程中发挥着重要作用。理论和实验方面的最新进展使得构建和调整具有近乎平坦带的系统成为可能,这些系统包括从石墨烯多层板和莫伊里材料到卡戈梅金属和钌酸盐。虽然理论模型预测在某些理想条件下会出现完全平坦的带,但有证据表明,这些系统存在高阶范霍夫点,即局部带平坦度高、态密度能量呈幂律发散的点。在本综述中,我们将探讨工程学和实现这种弱色散带的最新进展。我们重点关注高阶范霍夫奇点,并探讨它们与完全平坦带的联系。我们提供了分类方案,并讨论了相互作用效应。我们还回顾了高阶范霍夫奇点的实验证据,并指出了未来的研究方向。
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引用次数: 0
Emergent Simplicities in the Living Histories of Individual Cells 单个细胞生命历程中的新兴简单性
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-11-15 DOI: 10.1146/annurev-conmatphys-032822-035238
Charles S. Wright, Kunaal Joshi, Rudro R. Biswas, Srividya Iyer-Biswas
Organisms maintain the status quo, holding key physiological variables constant to within an acceptable tolerance, and yet adapt with precision and plasticity to dynamic changes in externalities. What organizational principles ensure such exquisite yet robust control of systems-level “state variables” in complex systems with an extraordinary number of moving parts and fluctuating variables? Here, we focus on these issues in the specific context of intra- and intergenerational life histories of individual bacterial cells, whose biographies are precisely charted via high-precision dynamic experiments using the SChemostat technology. We highlight intra- and intergenerational scaling laws and other “emergent simplicities” revealed by these high-precision data. In turn, these facilitate a principled route to dimensional reduction of the problem and serve as essential building blocks for phenomenological and mechanistic theory. Parameter-free data-theory matches for multiple organisms validate theory frameworks and explicate the systems physics of stochastic homeostasis and adaptation.
生物维持现状,将关键的生理变量保持在可接受的容差范围内,但又能精确地适应外部环境的动态变化,并具有可塑性。什么样的组织原则才能确保在具有大量运动部件和波动变量的复杂系统中,对系统级 "状态变量 "进行如此精细而稳健的控制?在这里,我们以单个细菌细胞的代内和代际生命史为特定背景,重点探讨了这些问题。我们利用 SChemostat 技术,通过高精度动态实验精确绘制了单个细菌细胞的生命史。我们强调了这些高精度数据所揭示的代内和代际缩放规律及其他 "突现的简单性"。反过来,这些又为问题的降维提供了一条原则性途径,并成为现象学和机理理论的重要基石。多种生物的无参数数据理论匹配验证了理论框架,并解释了随机平衡和适应的系统物理学。
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引用次数: 0
Transverse Quantum Superfluids 横向量子超流体
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-11-13 DOI: 10.1146/annurev-conmatphys-042924-103908
Anatoly Kuklov, Lode Pollet, Nikolay Prokof’ev, Boris Svistunov
Even when ideal solids are insulating, their states with crystallographic defects may have superfluid properties. It became clear recently that edge dislocations in 4He featuring a combination of microscopic quantum roughness and superfluidity of their cores may represent a new paradigmatic class of quasi-one-dimensional superfluids. The new state of matter, termed transverse quantum fluid (TQF), is found in a variety of physical setups. The key ingredient defining the class of TQF systems is infinite compressibility, which is responsible for all other unusual properties such as the quadratic spectrum of normal modes (or even the absence of sharp quasiparticles), irrelevance of the Landau criterion, off-diagonal long-range order at T = 0, and the exponential dependence of the phase slip probability on the inverse flow velocity. From a conceptual point of view, the TQF state is a striking demonstration of the conditional character of many dogmas associated with superfluidity, including the necessity of elementary excitations, in general, and the ones obeying Landau criterion in particular.
即使理想固体是绝缘的,其晶体学缺陷状态也可能具有超流体特性。最近很明显的一点是,4He 中的边缘位错具有微观量子粗糙度和核心超流体的双重特征,可能代表了一类新的准一维超流体范例。这种新的物质状态被称为横向量子流体(TQF),可在多种物理设置中发现。定义这一类 TQF 系统的关键因素是无限可压缩性,这也是所有其他不寻常特性的原因,如正常模式的二次谱(甚至没有尖锐的准粒子)、朗道准则的无关性、T = 0 时的非对角长程阶,以及相滑移概率对反向流动速度的指数依赖性。从概念的角度来看,TQF态惊人地证明了许多与超流体相关的教条的条件性,包括基本激元的必要性,特别是遵守朗道准则的激元。
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引用次数: 0
A Primer on Stochastic Partial Differential Equations with Spatially Correlated Noise 带空间相关噪声的随机偏微分方程入门
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-11-11 DOI: 10.1146/annurev-conmatphys-042624-033003
Katherine A. Newhall
With the growing number of microscale devices from computer memory to microelectromechanical systems, such as lab-on-a-chip biosensors and the increased ability to experimentally measure at the micro- and nanoscale, modeling systems with stochastic processes is a growing need across science. In particular, stochastic partial differential equations (SPDEs) naturally arise from continuum models—for example, a pillar magnet's magnetization or an elastic membrane's mechanical deflection. In this review, I seek to acquaint the reader with SPDEs from the point of view of numerically simulating their finite-difference approximations, without the rigorous mathematical details of assigning probability measures to the random field solutions. I will stress that these simulations with spatially uncorrelated noise may not converge as the grid size goes to zero in the way that one expects from deterministic convergence of numerical schemes in two or more spatial dimensions. I then present some models with spatially correlated noise that maintain sampling of the physically relevant equilibrium distribution. Numerical simulations are presented to demonstrate the dynamics; the code is publicly available on GitHub.
随着从计算机存储器到微机电系统(如片上实验室生物传感器)等微尺度设备数量的不断增加,以及在微米和纳米尺度上进行实验测量能力的不断提高,整个科学界对具有随机过程的系统建模的需求日益增长。特别是,随机偏微分方程(SPDE)自然产生于连续模型--例如,柱状磁体的磁化或弹性膜的机械挠度。在这篇综述中,我试图从数值模拟有限差分近似的角度让读者了解 SPDE,而不涉及为随机场解指定概率度量的严格数学细节。我将强调,当网格尺寸归零时,这些具有空间不相关噪声的模拟可能不会像人们期望的那样,在两个或更多空间维度上实现数值方案的确定性收敛。然后,我介绍了一些具有空间相关噪声的模型,这些模型保持了物理相关平衡分布的采样。此外,我还进行了数值模拟,以演示其动态变化;相关代码可在 GitHub 上公开获取。
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引用次数: 0
Shaping Capillary Solids From Statics to Dynamics 从静力学到动力学塑造毛细管固体
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-11-04 DOI: 10.1146/annurev-conmatphys-043024-084829
S.I. Tamim, J.B. Bostwick
The shape of a soft solid is largely determined by the balance between elastic and surface energies with capillarity becoming important at length scales smaller than the elastocapillary length, which approaches the millimeter scale for the softest hydrogels, leading to many new and surprising phenomena. This review is focused on describing recent experimental and theoretical progress on the deformations of soft solids due to capillarity in two-phase systems for both statics and dynamics. Relative to rigid solids, surface tension can lead to the rounding of sharp corners, wrinkling and creasing, and general morphological shape-change of the static equilibrium configuration, beyond a critical elastocapillary number. With regard to dynamics, both surface tension and viscoelasticity affect wave number selection in a number of dynamic pattern formation phenomena in soft solids, such as elastocapillary-gravity waves, Rayleigh–Taylor instability, Plateau–Rayleigh instability, Faraday waves, and drop oscillations, all of which have direct analogs with classical hydrodynamic instabilities helping to interpret the relevant physics.
软固体的形状在很大程度上取决于弹性能和表面能之间的平衡,而在长度尺度小于弹性毛细管长度(最软的水凝胶接近毫米尺度)的情况下,毛细管性变得非常重要,这导致了许多令人惊讶的新现象。本综述将重点介绍软固体在两相系统的静力学和动力学中因毛细现象而产生变形的最新实验和理论进展。相对于刚性固体,表面张力可导致尖角变圆、起皱和折痕,以及超过临界弹性毛细管数后静态平衡构型的一般形态变化。在动力学方面,表面张力和粘弹性都会影响软固体中一些动态形态形成现象的波数选择,如弹性毛细管-重力波、瑞利-泰勒不稳定性、高原-瑞利不稳定性、法拉第波和水滴振荡,所有这些都与经典的流体力学不稳定性有直接的相似之处,有助于解释相关的物理学。
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引用次数: 0
Progress in Trapped-Ion Quantum Simulation 陷波离子量子模拟的进展
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-10-31 DOI: 10.1146/annurev-conmatphys-032822-045619
Michael Foss-Feig, Guido Pagano, Andrew C. Potter, Norman Y. Yao
Trapped ions offer long coherence times and high fidelity, programmable quantum operations, making them a promising platform for quantum simulation of condensed matter systems, quantum dynamics, and problems related to high-energy physics. We review selected developments in trapped-ion qubits and architectures and discuss quantum simulation applications that utilize these emerging capabilities. This review emphasizes developments in digital (gate-based) quantum simulations that exploit trapped-ion hardware capabilities, such as flexible qubit connectivity, selective mid-circuit measurement, and classical feedback, to simulate models with long-range interactions, explore nonunitary dynamics, compress simulations of states with limited entanglement, and reduce the circuit depths required to prepare or simulate long-range entangled states.
受困离子具有相干时间长、保真度高、可编程量子操作等特点,是凝聚态物质系统、量子动力学和高能物理相关问题量子模拟的理想平台。我们回顾了困离子量子比特和体系结构的部分发展,并讨论了利用这些新兴功能的量子模拟应用。本综述强调数字(基于门的)量子模拟的发展,这些发展利用了陷波离子硬件的能力,如灵活的量子比特连接、选择性中电路测量和经典反馈,来模拟具有长程相互作用的模型、探索非单元动力学、压缩具有有限纠缠的状态的模拟,以及减少准备或模拟长程纠缠状态所需的电路深度。
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引用次数: 0
Spin-Polarized Antiferromagnetic Metals 自旋极化反铁磁性金属
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-10-15 DOI: 10.1146/annurev-conmatphys-042924-123620
Soho Shim, M. Mehraeen, Joseph Sklenar, Steven S.-L. Zhang, Axel Hoffmann, Nadya Mason
Spin-polarized antiferromagnets have recently gained significant interest because they combine the advantages of both ferromagnets (spin polarization) and antiferromagnets (absence of net magnetization) for spintronics applications. In particular, spin-polarized antiferromagnetic metals can be useful as active spintronics materials because of their high electrical and thermal conductivities and their ability to host strong interactions between charge transport and magnetic spin textures. We review spin and charge transport phenomena in spin-polarized antiferromagnetic metals in which the interplay of metallic conductivity and spin-split bands offers novel practical applications and new fundamental insights into antiferromagnetism. We focus on three types of antiferromagnets: canted antiferromagnets, noncollinear antiferromagnets, and collinear altermagnets. We also discuss how the investigation of spin-polarized antiferromagnetic metals can open doors to future research directions.
自旋极化反铁磁体结合了铁磁体(自旋极化)和反铁磁体(无净磁化)的优点,可用于自旋电子学应用,因此最近备受关注。特别是,自旋极化的反铁磁性金属可作为有源自旋电子学材料,因为它们具有高导电性和导热性,并能承载电荷传输和磁性自旋纹理之间的强烈相互作用。我们回顾了自旋极化反铁磁性金属中的自旋和电荷传输现象,其中金属导电性和自旋分裂带的相互作用提供了新的实际应用和对反铁磁性的新的基本见解。我们重点研究三种类型的反铁磁体:倾斜反铁磁体、非共线反铁磁体和共线反铁磁体。我们还讨论了自旋极化反铁磁金属的研究如何为未来的研究方向打开大门。
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引用次数: 0
Quantum Liquids: Emergent Higher-Rank Gauge Theory and Fractons 量子液体:新兴高阶量子理论与分形子
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-09-17 DOI: 10.1146/annurev-conmatphys-040721-023549
Yizhi You
Fractons emerge from many-body systems, featuring subdimensional particles with restricted mobility. These particles have attracted interest for their roles across disciplines, including topological quantum codes, quantum field theory, emergent gravity, and quantum information. They display unique nonequilibrium behaviors such as nonergodicity and glassy dynamics. This review offers a structured overview of fracton phenomena, especially those of gapless fracton liquids, which enable collective modes similar to gauge fluctuations in Maxwell's electromagnetic framework, yet their phenomena are distinguished by a unique conservation law that restricts the mobility of individual charges and monopoles. We delve into the theoretical basis of three-dimensional (3D) fracton liquids, exploring emergent symmetric tensor gauge theories and their properties. We also discuss the material realization of fracton liquids in Yb-based pyrochlore lattices and other synthetic quantum matter platforms.
分形子产生于多体系统,具有流动性受限的亚维粒子。这些粒子因其在拓扑量子密码、量子场论、新兴引力和量子信息等学科中的作用而备受关注。它们显示出独特的非平衡行为,如非极性和玻璃动力学。这篇综述对分形现象,尤其是无间隙分形液体的分形现象进行了结构性概述,无间隙分形液体可实现类似于麦克斯韦电磁框架中规波动的集体模式,但它们的现象又因限制单个电荷和单极子流动性的独特守恒定律而与众不同。我们深入研究了三维(3D)分形液体的理论基础,探索了新出现的对称张量规理论及其特性。我们还讨论了分形液体在镱基火绿晶格和其他合成量子物质平台中的物质实现。
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引用次数: 0
Human Rights and Science: Biographical Notes 人权与科学传记
IF 22.6 1区 物理与天体物理 Q1 PHYSICS, CONDENSED MATTER Pub Date : 2024-09-13 DOI: 10.1146/annurev-conmatphys-032922-095908
Joel L. Lebowitz
I describe some of my activities, academic and personal, since coming to the United States in 1946 at the age of 16. It has been a long journey with many ups and downs. I selectively and briefly describe my experiences in a rabbinical school with an attached (parochial) high school, at Brooklyn College, in graduate school at Syracuse University, during a postdoc with Lars Onsager at Yale University, and in my academic positions at Stevens Institute of Technology, Yeshiva University and Rutgers University. I write at greater length about some experiences traveling to the Soviet Union (now Russia) during the period of 1978–1990, where I went to meet with refusenik and dissident scientists. There, I met Andrei Sakharov, whose fight for human rights has been an inspiration to me. I conclude with a talk I recently gave (via film) at the March 2024, meeting of the American Physical Society.
我将介绍自己自 1946 年 16 岁来到美国以来的一些学术和个人活动。这是一段跌宕起伏的漫长旅程。我有选择性地简要介绍了我在一所附设(教会)高中的犹太教学校、布鲁克林学院、雪城大学研究生院、耶鲁大学拉尔斯-翁萨格博士后工作期间以及在史蒂文斯理工学院、耶希瓦大学和罗格斯大学担任学术职务期间的经历。1978-1990年期间,我曾前往苏联(现俄罗斯)会见拒服兵役者和持不同政见的科学家。在那里,我见到了安德烈-萨哈罗夫,他争取人权的斗争一直激励着我。最后,我将以我最近在 2024 年 3 月美国物理学会会议上发表的演讲(通过电影)作为结束。
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引用次数: 0
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Annual Review of Condensed Matter Physics
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