混凝土轴拉加卸载随机损伤模型的建立与试验验证

为了分析及深入探讨混凝土在受拉加载及卸载情况下的力学特性,基于随机损伤本构关系提出了一种混凝土轴拉加卸载模型,推导出了混凝土加卸载的应力 应变关系表达式.为了印证理论表达式,进行了混凝土轴向拉伸及加卸载的试验研究,测得了混凝土的材料参数及其相应的轴拉加卸载应力-应变曲线.结合模型的计算结果,对混凝土的轴拉加卸载试验结果进行了对比分析,结果表明:混凝土轴拉加卸载模型能够预测混凝土的极限强度,同时能描述混凝土的强度软化、加载过程中的弹模折减及卸载后的塑性变形.     

扶手椅型石墨烯介观环中的持续电流

在紧束缚近似下, 解析求解了扶手椅型边界石墨烯介观环的能量本征值问题, 计算和讨论了不同大小尺寸的介观环中持续电流随Aharonov-Bohm (A-B)磁通的变化, 并证明了能级和持续电流关于磁通变化的周期性和特殊对称性. 研究表明, 持续电流显著地依赖于介观环的几何结构; 零能量附近的能级可以承载较大的持续电流, 而远离零能量的其他能级对持续电流的贡献很小.     

混凝土断裂过程的力学模型与数值模拟

混凝土是一种典型的非均匀准脆性材料，其断裂过程是非常复杂的. 评述了混凝土断裂以及断裂过程研究的进展状况，主要总结了一些研究混凝 土断裂的宏观力学方法和模型，介绍了从混凝土的细观层次出发模拟其断裂 过程的数值模型.最后，简单介绍了作者用细观数值方法模拟混凝土宏观断 裂过程的研究成果.     

ANALYSIS OF THE LOCALIZATION OF DAMAGE AND THE COMPLETE STRESS-STRAIN RELATION FOR MESOSCOPIC HETEROGENEOUS ROCK UNDER UNIAXIAL TENSILE LOADING

The mechanical behavior of rock under uniaxial tensile loading is different from that of rock under compressive loads. A micromechanics-based model was proposed for mesoscopic heterogeneous brittle rock undergoing irreversible changes of their microscopic structures due to microcrack growth. The complete stress-strain relation including linear elasticity, nonlinear hardening, rapid stress drop and strain softening was obtained. The influence of all microcracks with different sizes and orientations were introduced into the constitutive relation by using the probability density function describing the distribution of orientations and the probability density function describing the distribution of sizes. The influence of Weibull distribution describing the distribution of orientations and Rayleigh function describing the distribution of sizes on the constitutive relation were researched. Theoretical predictions have shown to be consistent with the experimental results.     

自然复合材料的强韧化机理和仿生复合材料的研究

本文评述了一个新的研究方向─—自然复合材料强韧化的细观机理及其仿生复合材料的研究。着重考察了木、人骨、贝壳珍珠层、昆虫外骨骼及翅等自然复合材料的研究现状，基于这些研究，部分仿生材料已被设计和制造出来并达到商用程度．复合材料在细观层次的仿生，是将对复合材料及其结构设计产生潜在冲击的重要发展方向．     

增溶性辅料泊洛沙姆188与胆酸聚集形态的介观模拟

为了建立符合中药特点的增溶性药用辅料的筛选与评价方法,本研究以清开灵注射液为研究载体,采用介观动力学方法(MesoDyn)研究其难溶活性成分胆酸与增溶性辅料泊洛沙姆188之间的相互作用,探讨了胆酸对泊洛沙姆188临界胶束浓度的影响及泊洛沙姆188浓度、模拟时间、温度对两者聚集体构型的影响,并采用实验方法验证了部分模拟结果,为中药注射剂增溶性辅料的科学应用提供一定基础.结果表明:在清开灵注射液中活性成分胆酸的存在下,泊洛沙姆188的临界胶束浓度范围为0.6%～0.7%,降低了泊洛沙姆188自身的临界胶束浓度,为使清开灵注射液中的胆酸(3%)全部增溶,泊洛沙姆188浓度应为1.7%.     

介观物理系统的量子场论模型一维持续电流的Luttinger模型

本文以研究生进入选题前水平介绍介观物理系统中的一种重要的量子场论模型和方法。讨论一维介观电子系统的Luttinger模型和非费米液体的特征和基本物理。我们简单介绍重整化群概念和玻色化技术和用于一维Luttinger模型。     

Coarse‐grained A‐graft‐B model of poly(lactic acid) for molecular dynamics simulations

A mesoscopic model of poly(lactic acid) is developed where the polymer is represented as an A‐graft‐B chain with monomer units consisting of two covalently connected beads. A coarse‐graining algorithm is proposed to convert an atomistic model of PLA into a coarse‐grained one. The developed model is based on atomistic simulations of oligolactides to take into account terminal groups correctly. It was used for coarse‐grained simulations of polylactide. Gyration radii and end to end distances of polymer chains as well as the density of the polymer melt are shown to be in a good agreement with those obtained from atomistic simulations. The thermal expansion coefficients of the OLA melts calculated using the coarse‐grained model are in reasonable agreement with those obtained from all‐atom molecular dynamics. The model provides a 17‐fold speedup compared with atomistic calculations. © 2017 Wiley Periodicals, Inc. J. Polym. Sci., Part B: Polym. Phys. 2018 , 56, 604–612     

铝热剂反应性冲击热点分析

 采用激光粒度扫描仪测量了二元混合物铝热剂（Al+Fe₂O₃）原料的粒径分布,在电子显微镜下观察了铝颗粒、氧化铁颗粒的颗粒形状及两者按照化学配比混合后的颗粒接触状态。综合粒径分布和反应体系的化学配比关系,得到两种反应物的特征粒径和混合物的颗粒布局。根据特征粒径和颗粒布局,建立了该反应体系的等效细观模型,该细观模型能够保证得到与实际颗粒体系相一致的具有统计意义的孔穴结构。采用无网格粒子方法,数值模拟了铝热剂体系在不同冲击速度作用下,基本氧化铁颗粒排列形成的热点特征。研究表明,氧化铁三颗粒紧密排列的模式为形成单独热点的最基本排列,在平面冲击作用下,二元不同粒径的含能材料混合物形成热点的尺寸由初始孔穴尺寸确定,而热点温度受冲击速度影响较大。采用轻气炮对不同密度和配比的铝热剂进行了冲击点火实验,并将测量和数值计算结果进行了对比分析,结果表明,两者的定性结论吻合较好。     

Number-phase quantization of a mesoscopic RLC circuit

With the help of the time-dependent Lagrangian for a damped harmonic oscillator, the quantization of mesoscopic RLC circuit in the context of a number-phase quantization scheme is realized and the corresponding Hamiltonian operator is obtained. Then the evolution of the charge number and phase difference across the capacity are obtained. It is shown that the number-phase analysis is useful to tackle the quantization of some mesoscopic circuits and dynamical equations of the corresponding operators.