CONSTRAINED QUADRILATERAL NONCONFORMING ROTATED Q1 ELEMENT

In this paper, we define a new nonconforming quadrilateral finite element based on the nonconforming rotated Q1 element by enforcing a constraint on each element, which has only three degrees of freedom. We investigate the consistency, approximation, superclose property, discrete Green＇s function and superconvergence of this element. Moreover, we propose a new postprocessing technique and apply it to this element. It is proved that the postprocessed discrete solution is superconvergent under a mild assumption on the mesh.     

Error analysis for finite element methods for steady natural convection problems

We analyze the error in finite element methods in approximating, so-called, free or natural convection problems. We also include the effects of conducting solid walls in our analysis. Under a uniqueness condition on the Rayleigh and Prandtl numbers (which we derive), we give direct, quasioptimal error estimates for “div-stable” finite element spaces for the fluid variables and general conforming finite element spaces for the temperature. At larger Rayleigh numbers, we give analogous, asymptotic error estimates, basing this analysis upon local uniqueness properties of the true solution (u p T), which we also establish.     

Normalized LMS digital filter for chromatic dispersion equalization in 112-Gbit/s PDM-QPSK coherent optical transmission system

High bit rates optical communication systems pose the challenge of their tolerance to linear and non-linear fiber impairments. Coherent optical receivers using digital signal processing techniques can mitigate the fiber impairments in the optical transmission system, including the chromatic dispersion equalization with digital filters. In this paper, an adaptive finite impulse response filter employing normalized least mean square algorithm is developed for compensating the chromatic dispersion in a 112-Gbit/s polarization division multiplexed quadrature phase shift keying coherent communication system, which is established in the VPI simulation platform. The principle of the adaptive normalized least mean square algorithm for signal equalization is analyzed theoretically, and at the meanwhile, the taps number and the tap weights in the adaptive finite impulse response filter for compensating a certain fiber chromatic dispersion are also investigated by numerical simulation. The chromatic dispersion compensation performance of the adaptive filter is analyzed by evaluating the behavior of the bit-error-rate versus the optical signal-to-noise ratio, and the compensation results are also compared with other present digital filters.     

圆柱振荡绕流中涡旋运动模式(pattern)的数值模拟

提出并发展的一种基于区域分解思想,综合了解N-S方程的有限差分法及涡法各自优点的新数值方法,计算了各种 Keulegan-Carpenter数下(Kc=2~24)振荡流绕圆柱的流动。系统地研究了振荡流中涡旋运动模式随Kc数变化的规律,模拟了不对称区、单对涡区(或模向区)、双对涡区(或对角区)和三对涡区四种不同的涡旋运动模式。将计算所得的阻力系数C_D、惯性系数C_M与国外近期发表的计算结果进行了比较。     

三维有限差分波束传输法:用于Ti∶ LiNbO_3方向耦合器的模拟

提出求解三维傍轴近似波动方程的交替方向隐式差分格式，并用它模拟Ｔｉ∶ＬｉＮｂＯ３方向耦合器     

摩擦对空气标准Diesel循环功率效率特性的影响

1前言自Novikov（1957），Chambadait1957）和Curzon－Ahlborn（1975）将传热过程引入卡诺热机循环研究，开创有限时间热力学理论后，截止96年9月已有八百余篇有关文献发表，包括专著七部，有关进展见综述文献＞3I。对mesel循环的有限时间热力学分析也已取得了一些进展。Hoffman等N用最优控制理论优化Diesel循环的活塞运动规律，AIZ。nblld等和本文作者将活塞式加热气缸中活塞最优运动规律用到了内燃机循环分析中；Orlov等导出了内燃机的功率效率极限，Klein，Blank等和本文作者问考虑了传热对Diesel循环特性的影响。除了热漏（传热）…     

二元光学元件衍射效率的逐层分析法研究

提出了一种有效的分析二元光学元件衍射效率的新方法－逐层分析法，并对四台阶二元器件，就蚀刻深度误差和横向对准误差对器件衍射效率的影响进行了详细的分析和讨论，证明了用该方法分析含有横向对准误差的二元光学元件的衍射效率非常简便有效。     

深蚀刻二元光学元件

提出一种新颖的，蚀刻位相深度超过２π的深蚀刻二元光学技术，并从理论上分析深蚀刻二元光这元件与衍射效率的关系，然后用计算机进行模拟与分析，得到深蚀刻二元光学元件特性后一些初步研究结果。     

强激光辐照下柱壳温度场的数值模拟

 用有限元方法数值模拟强激光辐照下柱壳上温度场的变化和分布情况，并对热性能参数随温度变化对温度场造成的影响进行了研究。