Parallel Optimization of the Crystal-KMC on Tianhe-2

The Kinetic Monte Carlo(KMC) is one of the commonly used methods for simulating radiation damage of materials. Our team develops a parallel KMC software named Crystal-KMC, which supports the Embedded Atom Method(EAM) potential energy and utilizes the Message Passing Interface(MPI) technology to simulate the vacancy transition of the Copper(Cu) element under neutron radiation. To make better use of the computing power of modern supercomputers, we develop the parallel efficiency optimization model for the Crystal-KMC on Tianhe-2, to achieve a larger simulation of the damage process of materials under irradiation environment. Firstly, we analyze the performance bottleneck of the Crystal-KMC software and use the MIC offload statement to implement the operation of key modules of the software on the MIC coprocessor. We use Open MP to develop parallel optimization for the Crystal-KMC, combined with existing MPI inter-process communication optimization, finally achieving hybrid parallel optimization. The experimental results show that in the single-node CPU and MIC collaborative parallel mode, the speedup of the calculation hotspot reaches 30.1, and the speedup of the overall software reaches 7.43.     

Fuzzy Filter Design for Affine Systems with Sensor Faults: A Dynamic Event-Triggered Approach

This study addresses the issue of dynamic event-triggered-based filtering for fuzzy affine systems. To alleviate the utilization of constraint bandwidth resources and improve the efficiency of the signals exchange, a dynamic event-triggered protocol is forwarded to regulate the trigger instants with objective system states. Meanwhile, the nonhomogeneous Markov process is proposed to characterize the dynamic behaviors of sensor faults, where the time-varying transition probabilities belong to a c...     

Adaptive Asymptotic Tracking Control for Stochastic Nonlinear Systems with Unknown Backlash-Like Hysteresis

In this study, an adaptive asymptotic tracking control problem is considered for stochastic nonlinear systems with unknown backlash-like hysteresis. By utilizing backstepping technology and bound estimation approach, an adaptive asymptotic tracking control scheme is designed, where fuzzy systems are applied to approximate unknown function terms, the effect of hysteresis and stochastic disturbances is compensated appropriately. The proposed scheme ensures that the tracking error can asymptoticall...     

用政治手段解决国际冲突的有益探索——以朝核问题六方会谈为例

中国在政治解决朝核问题的过程中扮演着作为第三方的大国斡旋者角色,从理论上讲,发挥这一角色作用有其特殊的涵义、困难性和复杂性,并因之要求中国的外交斡旋活动完成一定的调解任务。“六方会谈”是政治解决朝核问题的正确选择和有效途径,中国在促成六方会谈的成功举行并获得初步成果的过程中展示了高超的外交斡旋艺术,包括给予帮助的技术、支持冲突方互动的技术和操控技术,部分地完成了对于朝美之间冲突的调解任务。在中国积极和有效的外交斡旋努力下,朝核问题的解决沿正确的方向前行。     

局部紧Hausdorff空间上的Fuzzy测度

研究局部紧Hausdorff空间x上的Fuzzy测度的正则性.首先引入X上内(外)正则集,正则集以及正则Fuzzy测度的概念,并给出了Fuzzy测度正则的充要条件和任意两个紧(或紧Gδ)集的正常差内(外)正则的条件;其次证明单调递增的内正则集的并是内正则的,具有有限Fuzzy测度的单调递减的外正则集的交是外正则的;最后在严格单调条件下,证明具有有限Fuzzy测度的有限个两两不交内正则集的并是内正则的以及每一个紧(或紧Gδ)集是外正则的当且仅当每一个有界开集是内正则的.     

反应扩散变时滞细胞神经网络的稳定性

利用构造Lyapunov函数的方法讨论了带反应扩散项的变时滞细胞神经网络全局指数稳定性.在输出响应函数有界且满足Lipschitz条件和系统满足文章所给的条件下,得到了判定该类网络解的全局指数稳定性.     

高温后混凝土和钢筋强度的统计分析

通过对我国有关高温后普通混凝土抗压强度、热轧钢筋屈服强度和预应力钢筋极限强度的大量试验数据进行统计分析,发现在绝大多数情况下他们与各自常温强度之比（注：本文称该类比值为相对残余强度）均符合正态分布。给出了不同温度作用后三类建筑材料相对残余强度的均值和均方差,分别建立了高温后三类建材的相对残余强度均值和具有95%保证率的分位值随温度的定量变化关系。作为火灾后钢筋混凝土结构可靠性评估的基础,积极开展高温后各类建筑材料的力学性能统计分析是十分必要的。     

全堆芯格林函数方法的格林函数库的建立

提出了利用微扰正向扩散计算方法的思想,建立了全堆芯格林函数方法（ＣＧＦＭ）中的格林函数库。利用格林函数库取消了内迭代,从而大大提高了中子扩散方程的求解速度。针对我国秦山核电厂的外－内和低泄漏两种布料方案进行了校核计算。结果表明,计算精度与格林函数节块方法（ＮＧＦＭ）相当,计算速度提高近９倍。     

ZG35CrMnSiRe热处理的试验研究

ZG35CrMnSiRe铸钢经不同的热处理,对其强度、硬度、塑性和冲击韧性等机械性能进行测定,实验结果表明其综合机械性能良好。