羊八井50m2RPC地毯性能研究YBJ–ARGO合作组

利用羊八井50m2RPC地毯(YBJ–ARGO实验原型)的测试数据对其性能进行了分析研究,包括原初粒子方位角分布、天顶角分布、地毯的角分辨、探测时间系统误差对方位角分布的正弦调制、探测时间系统误差的离线修正、几何不对称的小型地毯探测器上原初粒子到达方向重建误差造成的方位角分布的不均匀性等.     

羊八井ARGO实验中原初γ和质子的区分

利用Ｍｏｎｔｅ Ｃａｒｌｏ模拟数据研究由γ和质子引起的空气簇射中的粒子在羊八井ＡＲＧＯ实验中的空间分布和时间分布的不同,提出了利用人工神经网络区分原初γ和质子的方法,结果表明在１００ＧｅＶ～１０ＴｅＶ能区可以较好地区分γ和质子。     

羊八井ARGO实验触发效率的地磁场效应

广延大气簇射(EAS)中次级带电粒子在地磁场中偏转,影响次级粒子的横向分布.本文简要分析了羊八井宇宙线观测站不同天顶角的地磁场因子随方位角的变化,表明地磁场对从北方来的宇宙线次级粒子横向分布的影响比对南方来的大.利用蒙特卡罗方法模拟了有无地磁场情况下两个大容量的EAS样本,采用ARGOG探测器模拟程序模拟羊八井ARGO阵列的触发效率.模拟结果表明在忽略地磁场影响时阵列的触发效率确是各向同性的,有地磁场时触发效率南高于北,且原初粒子的天顶角越大,这种南北不对称性越明显.     

基于弹道的紫外告警系统探测方位角及规避时间仿真分析

提出基于比例导引规律的弹道三维仿真方法,利用弹道仿真法计算了紫外告警系统的探测方位角以及规避时间,分析了来袭导弹距离、威胁方向对探测方位角的和规避时间的影响。结果表明:当导弹在一定距离外,探测方位角随导弹距离的减小而增大、随威胁方向的增大先增大后减小,并且飞机以某威胁方向飞行时,告警系统对某距离范围内的导弹探测方位角几乎没有变化,规避时间随威胁方向的增大而减小。     

表面纳米粒子缺陷的偏振散射特性区分

为了区分纳米量级的表面上方颗粒物灰尘与表面下方气泡粒子这两种表面缺陷,且获得该方法的适用环境与最佳观测条件,根据瑞利散射理论结合偏振双向反射分布函数,建立了两种表面缺陷的偏振散射模型并进行了验证。在此基础上,通过仿真分析得到不同缺陷环境、不同观测条件对两种表面缺陷粒子偏振散射特性的影响。结果表明:利用p偏振光入射表面,而后探测p偏振光的双向反射分布函数值随散射方位角的变化趋势可区分两种表面缺陷;无论表面下方气泡粒子位置如何改变,均不影响该趋势的变化情况;不同光学元件表面材料、缺陷粒子种类、缺陷粒子大小对两种表面缺陷的偏振散射模型有一定影响,但整体趋势不变。实验中,针对本文所述两种表面缺陷进行区分时,可选取入射角度和探测散射角度均为45°,采用较小波长入射光进行实验。     

利用光散射特性研究光学表面中瑞利缺陷粒子的方位诊断

基于偏振双向反射分布函数,从理论上推导了瑞利缺陷粒子分别位于光学表面上方和基底内部的散射场,研究了光学表面瑞利缺陷粒子的方位诊断问题.通过对不同波长下冗余缺陷粒子位于不同方位时双向反射分布函数pp项的分析与讨论实现对缺陷位置的初步判断.结果表明,SiO2瑞利缺陷粒子位于裸基底上方时,双向反射分布函数pp项受波长影响的敏感程度远大于位于SiO2涂覆上方时,可以通过测量缺陷粒子对波长变化的敏感程度判断缺陷粒子的大致方位;当缺陷粒子在Si基底下方时,方位角的凹痕出现在85°到90°之间,当缺陷粒子在SiO2涂层下方时,方位角的凹痕出现在70°左右,因此,可以根据方位角凹痕位置的不同实现对缺陷粒子方位的进一步诊断.     

产生大型γ族的原初粒子判别

利用模拟计算结果,对观测能量大于800TeV的γ族的原初粒子判别方法进行了讨论.根据γ族的横向分布判别原初粒子,对于质子是比较准确的.结合甘巴拉山乳胶室的大型γ族数据,用这一方法作了判别.     

高能量粒子再分布模型在CFETR上的应用

在中国聚变工程实验堆(CFETR)设计参数下,利用一种高能量粒子(EP)物理简化模型分析了磁流体动力学(MHD)不稳定中新经典撕裂模(NTM)引起的粒子再分布和损失。相位矢量旋转法利用EP相空间中小间隔区域内跟踪探测粒子对来判定粒子轨道随机与否,即记录连接矢量旋转角的方法标记该区域是否存在KAM面破缺,以此为据修正相空间的粒子分布函数和判断粒子损失。利用相空间探测粒子对相位矢量旋转法标记一定NTM幅度下的随机区域分布并迭代得到稳态分布剖面。对捕获粒子区域的共振岛探测结果表明,低频或零频率扰动不会与高能量α粒子形成有效共振,MHD扰动和有效碰撞效应可能使捕获-通行轨道边界附近形成损失通道。     

相对论重离子碰撞中集合流的横向运动关联

本文对1.2AGeV Ar+BaI₂和2.1 AGeV Ne+NaF碰撞的Bevalac流光室4π实验数据进行了集合流横向运动关联特性的研究.研究表明,末态粒子的横向运动不仅存在粒子分布的方位角关联,而且还存在横向动量模的关联;Ar+BaI₂碰撞实验中粒子分布的方位角关联、横向动量模关联和横向运动关联都分别强于Ne+NaF碰撞实验中相对应的各种关联;对于这两组碰撞实验,粒子分布的方位角关联相对横向动量模关联在横向运动关联中起着主要作用.     

群体粒子场圆偏入射光侧向散射的角分布实验研究(英文)

对圆偏振光入射到群体粒子场时侧向散射光随角度分布的特性进行了实验研究,散射介质为直径0.065μm和1.24μm的粒子与过滤的蒸馏水所构成的不同浓度的悬浮液。实验结果表明,粒子侧向散射光的各种成分在探测平面内相对散射角度始终呈现对称分布的规律,而随着粒子尺寸、浓度、探测深度的变化,散射光强也相应出现变化,但变化不明显。     

Study on the Performance of YBJ 50m2 RPC Carpet

The characteristics of a 50m² RPC carpet(prototype of YBJ-ARGO experiment)was analyzed using its test run data. A correction method of the systematic time error is suggeSted, and nonunform azimuthal angle distribution possibly due to direction reconstruction error on an asymmetric carpet is reported     

Carpet anti-cloak based on transformation optics

We propose a scheme for carpet anti-cloak based on the transformation optics. An anti-cloak layer is designed, which can make the external electromagnetic waves break the carpet cloak shielding. The external electromagnetic waves can be detected under the carpet cloak, while not affecting the role of carpet cloak of stealth. The Jacobian transformation tensor is calculated by numerically solving the Laplace equations with proper boundary condition. Thus, it is possible to design tile anti-cloak layer of irregular shape. The simulation results demonstrate the feasibilities and flexibilities of the structure. Design details and full-wave simulation results are provided.     

Sound diffraction at Sierpinski carpet

The sound field scattered by a fractal surface in the form of a Sierpinski carpet is calculated in the framework of the perturbation method. The Sierpinski carpet has an alternating acoustic admittance preset at its squares, which sequentially scale down. It is demonstrated that such a Sierpinski carpet scatters sound almost uniformly in all directions.     

Chaos for the Sierpinski Carpet

We study the chaotic behavior of the Sierpinski carpet. It is proved that this dynamical system has a chaotic set whose Hausdorff dimension equals that of the Sierpinski carpet.     

自仿射Sierpinski地毯中的粘滞指进

构造了自仿射Sierpinski地毯.在自仿射Sierpinski地毯中,认为喉管半径服从截断瑞利分布,采用逐次超松弛技术,模拟了自仿射Sierpinski地毯中的粘滞指进.计算了粘滞指进分维,结果表明,当粘滞比M→∞时,指进图样与在自仿射Sierpinski地毯中DLA模拟的结果类似：当M=1时,驱替流体在长标度范围内具有紧凑的结构,且具有稳定的位移. 关键词：     

Cover Picture: Fortschritte der Physik 8 / 2009

The cover page of 2009 shows high‐resolution interference “quantum carpet” patterns for the momentum wave function of an interacting Bose‐Einstein condensate (BEC). As time progresses (from back to front), the many‐body mean field interaction of the BEC first leads to a broadening of the wave function, but then also to a time‐varying interference structure by inducing site‐dependent nonlinear phase shifts when the BEC is confined in a spatially periodic potential. Imaging the wave function in momentum space for different times leads to a pattern that one reminds of a carefully woven carpet and is hence termed “quantum carpet”. Quantum carpets beautifully demonstrate the surprisingly high matter wave coherence of particle‐particle interactions in the zero‐temperature limit.     

Sierpinski 地毯上S4模型的临界特性

通过键移动重整化群的方法, 分析了Sierpinski 地毯上S⁴模型的临界行为, 得到了系统的临界点. 由得到的结果可知, 本系统不仅有一个高斯不动点, 而且还存在着一个Wilson Fisher不动点, 把它与Sierpinski 地毯上的高斯模型相互对比, 发现本系统的临界点变化很大. 这说明这两个系统隶属于两个不同的普适类.     

Broadband cross-circular polarization carpet cloaking based on a phase change material metasurface in the mid-infrared region

In view of the fact that most invisibility devices focus on linear polarization cloaking and that the characteristics of mid-infrared cloaking are rarely studied, we propose a cross-circularly polarized invisibility carpet cloaking device in the mid-infrared band. Based on the Pancharatnam–Berry phase principle, the unit cells with the cross-circular polarization gradient phase were carefully designed and constructed into a metasurface. In order to achieve tunable cross-circular polarization carpet cloaks, a phase change material is introduced into the design of the unit structure. When the phase change material is in amorphous and crystalline states, the proposed metasurface unit cells can achieve high-efficiency cross-polarization conversion, and reflection intensity can be tuned. According to the phase compensation principle of carpet cloaking, we construct a metasurface cloaking device with a phase gradient using the designed unit structure. From the near- and far-field distributions, the cross-circular polarization cloaking property is confirmed in the broadband wavelength range of 9.3–11.4 µm. The proposed cloaking device can effectively resist detection of cross-circular polarization.     

Impact sound insulation and viscoelastic properties of underlay manufactured from recycled carpet waste

This paper reports an investigation of the impact sound insulation performance of a range of materials made from recycled carpet tiles and provides a comparison with the performance of some commercially available acoustic underlays. The impact testing is carried out using a specially designed rig. It is demonstrated that good quality acoustic materials can be successfully manufactured from a granulated mix of industrial carpet waste. The effects of the grain to fibre (G:F) mass ratio, binder concentration and particle size distribution on the acoustic performance is investigated. It is shown that the optimum G:F ratio should be close to the mass ratio of the backing material to the pile material in many types of commercial carpet tiles (60:40). Sieving the granular waste and producing samples containing a single class of particle size does not enhance the impact sound insulation performance. These are important findings, which should ensure an efficient, cost-effective, full-scale manufacturing process. A formulation has been developed which yields samples with optimum impact sound insulation capability. This optimised sample compares favourably with the commercial underlays tested on the impact rig. The dynamic mechanical properties of the developed underlays have also been investigated to provide a better understanding of their influence on the impact sound insulation.     

Fluctuation behaviors of financial time series by a stochastic Ising system on a Sierpinski carpet lattice

We develop a financial market model using an Ising spin system on a Sierpinski carpet lattice that breaks the equal status of each spin. To study the fluctuation behavior of the financial model, we present numerical research based on Monte Carlo simulation in conjunction with the statistical analysis and multifractal analysis of the financial time series. We extract the multifractal spectra by selecting various lattice size values of the Sierpinski carpet, and the inverse temperature of the Ising dynamic system. We also investigate the statistical fluctuation behavior, the time-varying volatility clustering, and the multifractality of returns for the indices SSE, SZSE, DJIA, IXIC, S&P500, HSI, N225, and for the simulation data derived from the Ising model on the Sierpinski carpet lattice. A numerical study of the model’s dynamical properties reveals that this financial model reproduces important features of the empirical data.