简支折板的内力与挠度的级数解

本文引入符号函数,以扁壳的弯曲微分方程表示具有小拱度的折板的弯曲微分方程,给出了四边简支折板在任意竖向集中力及均布力作用时内力与挠度的级数解。     

700V折叠漂移区高压器件新结构

A new high-voltage LDMOS with folded drift region(FDR LDMOS) is proposed. The drift region is folded by introducing the interdigital oxide layer in the Si active layer, the result of which is that the effective length of the drift region is increased significantly. The breakdown characteristic has been improved by the shielding effect of the electric field from the holes accumulated in the surface of the device and the buried oxide layer. The numerical results indicate that the breakdown voltage of 700 V is obtained in the proposed device in comparison to 300 V of conventional LDMOS, while maintaining low on-resistance.     

高性能全差分运算放大器设计

为了得到更高的增益和更好的稳定性,采用两级放大结构和两种共模反馈环路,设计了一种基于0.18μm CMOS工艺的高性能两级全差分运算放大器。仿真结果表明,设计的运放在1.8V电源电压和5pF负载下,直流增益为97.12dB,单位增益带宽为756MHz,共模抑制比为323.24dB,相位裕度为46°。该运放可以运用于低压电路、高精度A/D转换器等。     

Material and geometric nonlinear isoparametric spline finite strip analysis of perforated thin-walled steel structures—Analytical developments

This paper presents the analytical developments of the application of the Isoparametric Spline Finite Strip Method (ISFSM) to the material inelastic and geometric nonlinear analysis of perforated thin-walled steel structures. The general theory of the ISFSM is briefly introduced. The formulations of the kinematics, strain–displacement and constitutive assumptions are presented, and the tangential stiffness matrix is derived by applying the incremental equilibrium condition. The requirements for strip continuity and boundary conditions are also discussed. In particular, the plasticity theory and the methods to integrate the ‘rate equations’ are emphasized, and the related ‘backward Euler return method’ and use of a ‘consistent material modulus’ are highlighted. The present isoparametric spline finite strip analysis is verified against a number of analyses of perforated and non-perforated plates and plate assemblages, as described in the companion paper (Yao and Rasmussen, submitted for publication) [1], demonstrating its accuracy and efficiency for the predictions of the inelastic post-buckling behavior of perforated thin-walled steel structures.     

采用FSDT无网格法对折板进行弯曲分析

采用基于一阶剪切变形理论(FSDT)的无网格Galerkin方法分析不同荷载和边界条件下的带加劲肋和无加劲肋的折板弹性弯曲问题。折板由不同平面的板组合而成,这些板的刚度矩阵由无网格法给出。借用有限元概念,将每一块板都视为一个单元,整块板的整体刚度矩阵就可以通过这些单块板的刚度矩阵而得到。加劲板也同样如此,采用无网格法给出加劲板的刚度矩阵。比有限元方法优越的是,在确定板刚度矩阵的时候不需要网格,这意味着在折板或加劲肋位置变化处的大变形或者裂缝发展时,可以避免耗时过长,以及网格重组带来的对精度的影响。为验证此法的精确度和收敛性,本文采用此法及ANSYS对多个数学模型进行计算,结果表明两组结果非常一致。     

Unpaired many-to-many vertex-disjoint path covers of a class of bipartite graphs

Let Wn denote any bipartite graph obtained by adding some edges to the n-dimensional hypercube Qn, and let S and T be any two sets of k vertices in different partite sets of Wn. In this paper, we show that the graph Wn has k vertex-disjoint (S,T)-paths containing all vertices of Wn if and only if k=²n−1 or the graph Wn−(S∪T) has a perfect matching. Moreover, if the graph Wn−(S∪T) has a perfect matching M, then the graph Wn has k vertex-disjoint (S,T)-paths containing all vertices of Wn and all edges in M. And some corollaries are given.     

A novel feed-forward compensation technique for single-stage fully-differential CMOS folded cascode rail-to-rail amplifier

This paper presents a novel active and passive mixed feed-forward compensation technique for single-stage CMOS folded-cascode rail-to-rail operational trans-conductance amplifiers (OTA). Simulations using 0.5 μm Agilent CMOS process parameters indicate a phase margin of around 82° with an unity gain bandwidth of 320 MHz (@1.17 pF capacitive load including the device parasitics). Also, the compensated OTA provided over 60 dB DC-gain with rail-to-rail output voltage swing as well as wide input common-mode range. This ensures optimum step response (fast and accurate settling without ringing) for the feedback amplifier in switched-capacitor signal processing applications. An improved ``fast sensing' common-mode feedback circuit with high common-mode gain is also used for the single-stage cascode OTA.     

E波段折叠波导行波管集成极靴结构设计及仿真

为进一步提升毫米波折叠波导行波管的输出功率,通过整体加工的工艺方法,将折叠波导慢波结构和周期永磁聚焦系统在母材上同时加工,形成一种集成极靴结构。基于圆形注电子光学系统,设计了E波段折叠波导行波管的集成极靴结构。利用三维电磁场模拟软件(CST)的微波工作室,设计并模拟了慢波结构的冷特性参数,并根据慢波结构尺寸设计周期永磁聚焦系统。通过电磁工作环境仿真软件(OPERA)对磁场进行仿真验证,最终整管粒子数值模拟(PIC)计算结果表明,在61~71 GHz频带内可获得大于1 kW的饱和输出功率。该集成极靴结构在提供强轴向磁场的同时,具有结构紧凑、散热性好等优点。     

0.14 THz折叠波导行波管的设计与实验

对折叠波导慢波结构进行了研究,对其色散特性和耦合阻抗进行分析,并设计了输能窗和电子光学系统,在此基础上进行了粒子模拟的束波互作用计算。通过设计,对0.14 THz 行波管进行了制管工艺的研究,包括慢波结构的加工和焊接等,完成了热测实验。在电压为16.3 kV,电子流通率为74%条件下,测试得到最大饱和输出功率3.1 W,输出频率140.08 GHz,增益27 dB,最大功率半带宽2.82 GHz。     

0.14 THz折叠波导行波管中衰减器的设计

0.14 THz折叠波导行波管是一种宽频带高增益器件,容易产生自激振荡,破坏管子的正常工作。在管内加入衰减器是抑制其振荡的核心技术。本文考虑了衰减材料的配比选择,以及结构形状的匹配,运用三维模拟软件对衰减器的吸收和反射特性进行计算,优化并研制出适合0.14 THz行波管使用的衰减器。进行冷测后,其匹配和吸收特性都满足衰减器需求,为制作0.14 THz行波管放大器奠定了基础。