时滞反应扩散方程组周期解的存在性

利用上、下解方法及不动点理论研究了一类反应项非单调的时滞反应扩散方程组,构造了非单调反应项的上、下控制函数,并证明了所构造的函数满足Lipschitz条件及单调性,克服了反应项非单调无法利用单调迭代方法的局限性,为讨论反应项非单调的微分方程提供了一种有效方法,并获得了此系统边值问题周期解存在性的充分条件,推广了已有的一些结果.     

单相有源电力滤波器的控制方法

针对基于单周控制的单相有源电力滤波器只能同时补偿谐波和无功电流、且要求电源电压无畸变的情况,利用基于瞬时无功功率理论的谐波和无功分量检测方法,将单周控制作为电流跟踪控制,在推出控制方程和控制电路的基础上进行了仿真研究,仿真结果证明在电网电压存在畸变的情况下,采用该方案的有源电力滤波器补偿效果良好,而且可以根据需求实现灵活补偿.     

论爱默生其人其诗

Ralph Waldo Emerson, born in 19th century's America, is most famous for his transcendental ideas and writings. He was deeply influenced by European Romanticism in his thirties and formed an informal Transcendental Club with people of like minds. His thought is often considered the core of Transcendentalism. "Nature" is the fundamental document of his philosophy and an embodiment of his transcendental attitude towards the phenomenal world. He also wrote some other brilliant essays such as "The American Scholar", "Self-Reliance", "The Over-Soul" and "The Poet", etc, all of which established his indisputable position in the history of culture, especially in the American Culture where he is regarded as the one who, in literally terms at least, really put America on map. But considering Emerson's writings without significant emphasis on his verse would be a great loss. Emerson wrote poetry from the time he was a boy to nearly the end of his life. These poems are essential for understanding him and his transcendental theories and are receiving more extensive representation in anthologies while significant critical analyses are emerging though some modern readers and scholars tend to view his poetry as secondary to the "essential" Emerson. In view of the above, this paper supposes to introduce Emerson's views on poets and poems and then analyze some of his famous poems in the order of 'Emerson as a Poet', 'Emerson's Views on Poets and Poems' and 'Emerson's Poems' with the third one as the focus of this paper. The purpose of this paper is to try to make the comprehension on Emerson and his abstract transcendental theories more complete and thorough by emphasizing his contribution in the poetic field.     

Ni/Zn扩散溶解层的初步研究

采用粉末烧结方法,利用光学显微镜、扫描电子显微镜、X射线衍射和能谱技术,研究了Ni-Zn体系固相烧结时粉末界面处形成的扩散溶解层的微观形貌和相结构,并利用TFDC电子理论讨论了扩散溶解层的形成机理.研究表明,Ni粉和Zn粉在200℃,15 h的烧结过程中,Zn原子不断扩散进入到Ni晶体中,在Ni粉颗粒基体上形成了由NiZn和Ni3Zn22金属间化合物构成的"带状"扩散溶解层.     

灰色理论在股市预测中的应用

灰色理论是上世纪八十年代发展起来的一门新学科,已经被成功地应用到经济、控制、工程等领域中。本文将灰色GM(1,1)模型应用于对股市的预测,并将所得值与由RBF网络预测的值进行线性组合以提高预测的精度。     

计算力学及其发展

计算力学是在计算机日益普及和计算技术不断发展的条件下,作为传统固体力学的一个分支而出现的一门新兴学科,随着理论研究的不断深入和工程应用的不断普及,计算力学已经渗透到固体力学、流体力学、热力学、岩土力学、塑性力学、建筑结构、空间结构、航空航天、船舶、核电等各个领域.与此同时,计算力学的方法也在不断发展和完善,主要包括有限元法、差分法、边界元法、加权残数法等.     

KTaO3<-sub>:Cu2+的电子顺磁共振参量与局域结构理论研究

用基团模型的3d⁹离子在四角对称下的高阶微扰公式计算了KT_aO₃ 晶体中Cu²⁺杂质中心的g//因子!"! !# 和超精细结构常数"$ 和"##通过对四角,-./ 中心的012结果分析!发现杂质,-./ 占据了八面体)*$/ 的位 置!同时在,! 轴上的最近邻出现氧空位$34%#由于该空位引起的静电排斥作用!,-./ 将沿,! 轴在远34 方向上 位移一段距离!#%"5".’67#在考虑了上述的缺陷结构后!各向异性!     

昆翅在飞行中的动态形变

通过理论模化途径研究昆翅在飞行中的动态形变机制.设计翅气动力试验平台,验证翅准静态形变影响气动力的"柔性楔形效应"理论解释.探讨昆翅的变刚度特性表明,弦向刚度分布规律符合二项式函数时具有优越性和现实性,进而指出昆姻结构的变刚度特性是产生高升力的基本条件.建立了柔性翅的简化力学模型,通过坐标变换法求解在气动力和惯性力共同...     

多运行水平马尔可夫可修系统可靠性分析

为了更准确地刻画马尔可夫可修系统的运行特征,建立了多运行水平马尔可夫可修系统模型.在该系统中,工作状态被聚合成几个不同的运行水平.应用离子通道理论和Laplace变换方法,给出系统在不同运行水平逗留时间密度函数的Laplace变换及平均逗留时间.分析了系统访问不同运行水平的次数,得到它们的分布律及平均值.通过一个数值示例说明了结论的应用,表明了该模型的有效性.