三维拓扑绝缘体antidot阵列结构中的磁致输运研究

利用聚焦离子束刻蚀技术在拓扑绝缘体Bi_2Se_3薄膜中刻蚀了纳米尺度的反点(antidot)阵列,并对制作的三个器件进行了系统的电学输运测量研究.低温下,所有器件中都观察到明显的弱反局域化效应.通过对弱反局域化效应的分析,发现器件一(Dev-1,不含有antidot阵列)和器件二(Dev-2,含有周期较大的antidot阵列)是始终由一个导电通道主导的量子输运系统,但在器件三(Dev-3,含有周期较小的antidot阵列)中能明确观察到较低温度下存在两个独立的导电通道,而在较高温度下Dev-3表现为由一个导电通道主导的量子输运系统.     

硫醇和硫醚的沸点与分子结构之间关系的拓扑化学研究

根据分子拓扑学原理, 用染色因子标识原子性质的差异, 发展了一种适用于含原子分子体系结构性能关系研究的新方法。据此探讨了硫醇和硫醚的沸点与分子结构之间的关系, 提出一个既能合理表征结构性能关系, 又能预测沸点的定量关系式。     

Quasi-one Dimensional Topological Insulator: Möbius Molecular Devices in Peierls Transition

We show that, assisted by the Peierls transition of lattice, as a quasi-one dimensional (Q1D) tight binding system, a Möbius molecular device can behave as a simple topological insulator. With the Peierls phase transition to form a domain wall, the solitonary zero modes exist as the ground state of this electron-phonon hybrid system, which is protected by the Z₂ topology of the Möbius strip. The robustness of the ground state prevents these degenerate zero modes from their energy spectrum splitting caused by any perturbation.     

Topological phase boundary in a generalized Kitaev model

We study the effects of the next-nearest-neighbor hopping and nearest-neighbor interactions on topological phases in a one-dimensional generalized Kitaev model. In the noninteracting case, we define a topological number and calculate exactly the phase diagram of the system. With addition of the next-nearest-neighbor hopping, the change of phase boundary between the topological and trivial regions can be described by an effective shift of the chemical potential. In the interacting case, we obtain the entanglement spectrum, the degeneracies of which correspond to the topological edge modes, by using the infinite time-evolving block decimation method. The results show that the interactions change the phase boundary as adding an effective chemical potential which can be explained by the change of the average number of particles.     

Effect of disorders on topological phases in one-dimensional optical superlattices

In a recent paper, Lang et al. proposed that edge states and topological phases can be observed in one-dimensional optical superlattices. They showed that the topological phases can be revealed by observing the density profile of a trapped fermion system, which displays plateaus with their positions. However, disorders are not considered in their model. To study the effect of disorders on the topological phases, we introduce random potentials to the model for optical superlattcies.Our calculations show that edge states are robust against the disorders. We find the edge states are very sensitive to the number of the sites in the optical superlattice and we propose a simple rule to describe the relationship between the edge states and the number of sites. The density plateaus are also robust against weak disorders provided that the average density is calculated over a long interval. The widths of the plateaus are proportional to the widths of the bulk energy gaps when there are disorders. The disorders can diminish the bulk energy gaps. So the widths of the plateaus decrease with the increase of disorders and the density plateaus disappear when disorders are too strong. The results in our paper can be used to guide the experimental detection of topological phases in one-dimensional systems.     

基于Lanczos算法的模态重分析法及其在车身结构设计中的应用

模态重分析是指在结构修改之后不需要重新求解广义特征值方程,仅需要根据初始计算结果对修改后的问题进行求解,并能够在保证精度的前提下,提高计算速度。随着结构复杂度和修正量的增加,传统重分析方法的求解精度和稳定性随之下降。为此,利用初始结构模态分析结果,结合Lanczos算法和投影技术,采用缩减基方法求解修改结构的特征值和特征向量,使其同时具备了Lanczos向量快速收敛的优点和基于全局近似的缩减基向量的高精度。为了验证该方法的性能和准确性,对本文方法基于扩展基向量和瑞利-里兹分析的模态重分析法以及改进的单步摄动瑞利商逆迭代法进行了测试。测试结果表明,该方法具有最高的计算精度。同时,将该方法成功用于车架和车门的前期设计中,计算结果表明,该方法具备处理计算规模大、拓扑修改变化量大的结构分析问题的潜力。     

Enhanced robustness of zero-line modes in graphene via magnetic field

We systematically studied the influence of magnetic field on zero-line modes (ZLMs) in graphene and demonstrated the physical origin of their enhanced robustness by employing nonequilibrium Green’s functions and the Landauer–Büttiker formula. We found that a perpendicular magnetic field can separate the wavefunctions of the counter-propagating kink states into opposite directions. Specifically, the separation vanishes at the charge neutrality point and increases as the Fermi level deviates from the charge neutrality point and can reach a magnitude comparable to the wavefunction spread at a moderate field strength. Such spatial separation of oppositely propagating ZLMs effectively suppresses backscattering and is more significant under zigzag boundary condition than under armchair boundary condition. Moreover, the presence of magnetic field enlarges the bulk gap and suppresses the bound states, thereby further reducing the scattering. These mechanisms effectively increase the mean free paths of the ZLMs to approximately 1 μm in the presence of a disorder.     

Evidence of anisotropic Landau level splitting in topological semimetal ZrSiS under high magnetic fields

Magneto-transport study has been performed in topological semimetal ZrSiS single crystals under high pulsed magnetic fields. Obvious dependence of Landau level splitting on temperature and angular was investigated. The strong three-dimensional anisotropic nature of Landau level splitting under high pulsed magnetic fields was revealed by the angular dependent measurements, in which the orbital contribution is more dominant than Zeeman splitting. Our studies provide more insights into the physical properties of topological semimetals ZrSiS and shed light on future spintronic applications of ZrSiS.     

金属调控蛋白的结构、性质及应用

金属调控蛋白是微生物体内通过转录抑制或激活机制严格控制金属离子摄入、外排和储存的特异性金属离子结合蛋白,对维持体内适宜的金属离子浓度和平衡起着举足轻重的作用。本文综述了目前主要的七大家族金属调控蛋白的调控机制和拓扑结构,详细介绍了金属离子结合区域的结构特征和金属-配体的配位构型。基于金属-配体的配位构型,重点讨论了每类金属调控蛋白对目标金属离子特异性选择的机理。此外,本文还介绍了金属调控蛋白在重金属离子检测和吸附方面的应用,拓展了金属调控蛋白的研究和应用领域,同时为生物无机化学的研究方向开辟了新的思路。     

A fourfold interpenetrating diamond‐like three‐dimensional zinc(II) coordination polymer: synthesis,crystal structure and physical properties

Excellent fluorescence properties are exhibited by d¹⁰ metal compounds. The novel three‐dimensional Zn^II coordination framework, poly[[{μ₂‐bis[4‐(2‐methyl‐1H‐imidazol‐1‐yl)phenyl] ether‐κ²N³:N^3′}(μ₂‐furan‐2,5‐dicarboxylato‐κ²O²:O⁵)zinc(II)] 1.76‐hydrate], {[Zn(C₆H₂O₅)(C₂₀H₁₈N₄O)]·1.76H₂O}_n, has been prepared and characterized using IR spectroscopy, elemental analysis and single‐crystal X‐ray diffraction. The crystal structure analysis revealed that the compound exhibits a novel fourfold interpenetrating diamond‐like network. This polymer also displays a strong fluorescence emission in the solid state at room temperature.