用于光刻系统仿真的多边形处理算法

为提高光刻仿真效率,通过对光刻原理进行研究,提出了2种多边形处理算法,将掩模上的多边形图案进行切分优化,将其划分成若干矩形或三角形。在Linux环境下应用C语言设计出一个完整的光刻仿真系统,设计的具体光学参数为:光源波长为193nm,数值孔径为0.3~0.8,部分相干系数可调范围为0.2~0.8,可一次性仿真1μm×1μm到10μm×10μm范围内的45 nm~0.18μm工艺的复杂版图,并通过多次实验进行验证。实验结果表明:原版图图像的边缘细节得到保留,且该算法有效地减少了光刻模拟的计算复杂度与计算时间,整体效率提升20%以上,为当前智能传感器系统芯片的制造节省了宝贵时间。     

规整填料铜洗塔的设计及其应用

对采用具有新型塔内构件的高效规整填料铜洗塔,其设计和改造的工艺计算、结构设计、系统要求等进行详细说明和分析,并介绍两散装填料铜洗塔改规整填料塔的应用实例。实践证明,运用该技术改造现有铜洗塔,可降低精炼气中一氧化碳的含量,提高精炼气质量,达到增产降耗的目的。     

啮合同向双螺杆挤出过程新型混合元件—六棱柱元件实验研究

前文^[1]对啮合同向双螺杆挤出过程中的新型混合元件－六棱柱元件的流场了三维等温牛顿模拟，并将其结果与捏合块元件作了对比，得到了在相同压差下六棱柱元件比捏合块元件产率高，剪切速率场和剪切应力场分布更均匀，且两种元件分散混合能力相近的结论。本文对六棱柱元件的流场模拟结果进行了实验验证，证明流场模拟计算的方法可行，得到的结果可靠。进而利用多种有效方法，对六棱柱元件的挤出，混合特性进行了实验研究、实验结果表明，六棱柱元件比捏合块元件比能耗小，出料温度低，分布混合能力强，且六棱柱元件适于玻璃纤维增强改性加工过程。     

Self-intersections of rational Bézier curves

Rational Bézier curves provide a curve fitting tool and are widely used in Computer Aided Geometric Design, Computer Aided Design and Geometric Modeling. The injectivity (one-to-one property) of rational Bézier curve as a mapping function is equivalent to the curve without self-intersections. We present a geometric condition on the control polygon which is equivalent to the injectivity of rational Bézier curve with this control polygon for all possible choices of weights. The proof is based on the degree elevation and toric degeneration of rational Bézier curve.     

智能站二次设备的运行分析

比较了智能变电站与常规站的管理和结构特点,深入研究了二者的差异以及智能变电站二次设备运行的调试、维护等相关问题,并且提出了几点建议,以期对实际工作起到一定的指导作用。     

级联No序列的三项式特性研究

利用有限域GF(2n)到其子域GF(2m)上的迹函数及其性质,研究一类非线性扩频序列的密码学性质,即级联No序列的三项式特性。给出级联No序列的三项生成多项式的形式,将级联No序列三项式特性的结论应用到二元No序列中,解决了二元No序列的三项式特性问题。分析结果表明,级联No序列不仅具有三项式对,而且具有正则三项式对。     

一类含指数函数的Bézier型曲线的构造

曲线的设计与修改是CAD/CAM和数控技术研究的一个重要课题,具有广泛的应用背景.为了满足表示和设计复杂自由曲线的需求,论文构造了一类基于指数函数的曲线-E曲线,给出了基函数及E曲线的定义与性质.通过研究发现,所构造的E曲线具有Bézier曲线类似的一系列优良性质.     

基于.Net架构的科研管理系统

该文对高校科研管理工作进行了详细分析,结合高职院科研工作的特点,设计并开发了基于C/S和B/S混合模式的科研管理信息系统,该系统从某高职院科研管理工作的业务流程和教职工的实际需要出发,设计了相应的功能模块和操作流程,应用了正则表达式技术直接从“知网”提取教职工论文发表信息,节省了数据录入时间. 该系统投入运行近两年,使用结果表明,该科研管理系统使科研管理工作更加规范,工作效率大大提高.     

A Normalization Method of Moment Invariants for 3D Objects on Different Manifolds

3D objects can be stored in computer of different describing ways, such as point set, polyline, polygonal surface and Euclidean distance map. Moment invariants of different orders may have the different magnitude. A method for normalizing moments of 3D objects is proposed, which can set the values of moments of different orders roughly in the same range and be applied to different 3D data formats universally. Then accurate computation of moments for several objects is presented and experiments show that this kind of normalization is very useful for moment invariants in 3D objects analysis and recognition.     

Effect of Resins on Asphaltene Self‐Association and Solubility

In previous studies, asphaltenes and resins have been treated as two distinct fractions of a crude oil. The asphaltenes were assumed to be the only self‐associating fraction. However, there is evidence that resins also participate in this self‐association. In this study, molar masses of mixtures of asphaltenes and resins were measured with vapour pressure osmometry. Precipitation from the same mixtures dispersed in solutions of toluene and pentane were also measured. The data were modelled with previously developed self‐association and precipitation models. Model results with asphaltenes and resins characterized as a single distribution and as individual components are compared. The data and the modelling suggest that asphaltenes and resins are better characterized as a single distribution of self‐associating components.