滤波截止频率对粗糙点接触机理影响研究

使用基于快速傅里叶变换和共轭梯度法的接触程序,分析了滤波截止频率对粗糙点接触机理的影响.计算结果表明:粗糙表面形貌数据再处理时使用的滤波器滤波截止频率,对力-接近量关系有着明显的影响;滤波截止频率越小,接触面积越大,接触压力越小;滤波截止频率的改变会导致Von M ises应力的显著改变,这种改变在接触面上特别明显.因此,在实际研究粗糙表面的接触机理时,选择合适的滤波截止频率是非常必要的.     

环形光纤激光器自混合散斑数值模拟及频谱性能分析

在环形激光器的理论基础上,结合环形掺铒光纤激光器自混合散斑速度传感实验系统,数值模拟了激光器自混合散斑信号的功率输出.分析了自混合散斑信号的平均散斑频率,频谱能量密度性能.研究结果表明,频谱平均频率与物体速度成近似的线性关系,频谱能量密度与探测距离成近似线性关系.     

用于费-托合成的高分散型钴基催化剂*

负载型钴基催化剂是天然气基费托合成的一种重要催化剂,其金属分散度和活性位密度是决定费托合成反应活性和产物选择性（CH4%, C5+%）的关键因素。因此,提高金属钴的分散度和催化剂的还原度是提高金属钴的原子利用率、降低催化剂成本的一条有效途径。本文综述了近年来高分散型钴基催化剂的研究进展,重点探讨了催化剂制备方法、载体类型及贵金属助剂对催化剂分散度和还原性的影响,以及影响高分散型钴基催化剂的费托合成反应活性、产物选择性和反应稳定性的因素,并对负载型钴基催化剂今后的研究发展提出了一些建议。     

强迫谐振动下连续体结构拓扑优化

应用结构拓扑优化ICM(独立连续映射)方法,对强迫谐振动下结构拓扑优化问题建立了以重量极小为目标,位移幅值为约束的优化模型.位移幅值采用一阶泰勒展式近似,由于拓扑优化中设计变量数目通常很多,对强迫谐振动位移幅值的敏度分析推导了伴随法公式,使得一次敏度分析可以计算出对所有设计变量的偏导数,克服了采用直接法敏度分析中一次只能计算出对一个设计变量的偏导数的不足.算例表明用伴随法分析敏度在结构拓扑优化中可以大幅提高计算效率,ICM方法采用独立于截面及形状参数的拓扑优化设计变量更清晰地反映了拓扑优化的本质.     

船用金属材料声发射信号特性研究

利用声发射技术对6种船用金属材料拉伸试验过程中产生的声发射信号进行了详细研究。通过对材料从弹性、屈服、强化直至破坏过程中的声发射信号参数统计分析,总结了船用金属材料拉伸过程中声发射信号事件数量、幅度、频率随拉力变化的分布规律,为在船用金属材料与结构缺陷中进行声发射检测的设备参数的配置、传感器的选择和危险等级的划分提供了基础数据。     

Thermal analysis and water-cooling design of the CSNS MEBT 324 MHz buncher cavity

At least two bunchers are needed in the 3 MeV H- Medium Energy Beam Transport(MEBT)line located between RFQ and DTL for the CSNS(China Spallation Neutron Source).A nose-cone geometry has been adopted as the type of buncher cavity for its simplicity,higher impedance and lower risk of multipacting.By making use of the results got from the simulations on the buncher with two-dimension code SUPERFISH,the thermal and structural analyses have been carried out,the process and results to determine the resulting frequency shift due to thermal and structural distortion of the cavity are presented,the water-cooling channel position and the optimum cooling water temperature as well as the tuning method by adjusting the cooling water temperature when the cavity is out of resonance are also determined through the analyses.     

利用积分方程法的各向异性地层频率测深三维模拟

应用一种新的积分方程算法对各向异性地层频率域电磁测深三维问题进行正演模拟.利用范数小于或等于1的修正Green算子得到各向异性地层中的新积分方程,由于满足压缩映射条件,该积分方程在任意参数条件下总是迭代收敛的.提出一种应用迭代法求解新积分方程的迭代初值优化选择方法,并通过具体算例对比说明该方法可使频率域电磁测深三维模拟的计算效率得到有效提高.最后应用所述算法对层状各向异性大地轴向频率测深视电阻率响应进行三维数值模拟,考察分析地层的各向异性对视电阻率响应特征的影响,得到一些重要结论.     

Device research on GaAs-based InAlAs/InGaAs metamorphic high electron mobility transistors grown by metal organic chemical vapour deposition

This paper applies a novel quad-layer resist and e-beam lithography technique to fabricate a GaAs-based InAlAs/InGaAs metamorphic high electron mobility transistor (HEMT) grown by metal organic chemical vapour deposition (MOCVD). The gate length of the metamorphic HEMT was 150~nm, the maximum current density was 330~mA/mm, the maximum transconductance was 470~mS/mm, the threshold voltage was -0.6~V, and the maximum current gain cut-off frequency and maximum oscillation frequency were 102~GHz and 450~GHz, respectively. This is the first report on tri-termination devices whose frequency value is above 400~GHz in China. The excellent frequency performances promise the possibility of metamorphic HEMTs grown by MOCVD for millimetre-wave applications, and more outstanding device performances would be obtained after optimizing the material structure, the elaborate T-gate and other device processes further.     

用蛋白质作探针共振瑞利散射和共振非线性散射法测定硫酸软骨素A

在pH值为2.5~4.0的BR缓冲溶液介质中,牛血清白蛋白(BSA)、糜蛋白酶(Chy)和α-淀粉酶(α-Amy)等蛋白质与酸性多糖硫酸软骨素A(CS)形成结合物。 此时将会使共振瑞利散射(RRS)和二级散射(SOS)、倍频散射(FDS)等共振非线性散射的强度显著增大。 在蛋白质过量时,3种散射增强(ΔIRRS、ΔISOS和ΔIFDS)均在一定范围内与CS的浓度成正比,方法具有高灵敏度。 当用Chy、BSA和α-Amy作探针时,3种散射法对于CS的检出限分别在1.4~5.8 μg/L、2.0~13.2 μg/L和1.8~9.6 μg/L。 其中以Chy-CS体系的RRS法最灵敏(检出限1.4 μg/L),可用于痕量CS的测定。 研究了反应体系的RRS、SOS和FDS的光谱特征、适宜的反应条件和影响因素,并以Chy-CS体系为例考察了共存物质的影响,方法有良好的选择性,将其用于滴眼液中CS的测定,取得了较好的结果。     

Dynamic behaviour of axially moving nanobeams based on nonlocal elasticity approach

In this article, transverse free vibrations of axially moving nanobeams subjected to axial tension are studied based on nonlocal stress elasticity theory. A new higher-order differential equation of motion is derived from the variational principle with corresponding higher-order, non-classical boundary conditions. Two supporting conditions are investigated, i.e. simple supports and clamped supports. Effects of nonlocal nanoscale, dimensionless axial velocity, density and axial tension on natural frequencies are presented and discussed through numerical examples. It is found that these factors have great influence on the dynamic behaviour of an axially moving nanobeam. In particular, the nonlocal effect tends to induce higher vibration frequencies as compared to the results obtained from classical vibration theory. Analytical solutions for critical velocity of these nanobeams when the frequency vanishes are also derived and the influences of nonlocal nanoscale and axial tension on the critical velocity are discussed.