一类广义(2+1)维非自治长短波方程的整体光滑解的存在唯一性

利用先验估计和Galerkin方法,研究了非线性广义耗散(2+1)维非自治长短波方程在H4per(Ω)×H3per(Ω)上光滑解的整体存在唯一性.     

斜拉桥主梁损伤对车激索力响应的影响研究

以斜拉桥的损伤识别为目的,提出了一种索力比指标,研究了斜拉桥在车辆荷载激励下,主梁发生损伤时斜拉索索力比指标的变化规律。以实验室独塔斜拉桥试验模型为研究对象,基于ANSYS建立其空间板壳有限元模型,以单元刚度的折减模拟主梁损伤,对主梁在不同位置损伤、不同程度损伤两类工况下,车辆荷载激励下斜拉索的索力比指标变化进行了数值仿真。结果表明：车辆荷载激励下,斜拉索的索力比指标与主梁的损伤位置和损伤程度存在一定的对应关系。为后续基于车辆荷载激励下的索力响应指标识别斜拉桥损伤方法的研究提供了重要的参考,具有一定的理论意义。     

转型与整合——90年代前期长篇小说叙事语境及策略

针对耦合非线性混沌振子复杂的动力学行为,本文将Duffing振子和Van der Pol振子进行耦合,建立了Duffing振子和Van der Pol振子的耦合模型。与单个振子相比,耦合Duffing振子和Van der Pol振子表现出了更加丰富的动力学特性,采用Simulink仿真的方法,通过不同策动力幅值、不同耦合系数、不同频率下耦合非线性振子的相图和庞加莱截面图分析了耦合非线性振子的动力学行为,研究了耦合振子对微弱周期信号的敏感性和对噪声的免疫力,并将此模型应用于微弱信号检测的研究中。     

唯物史观视域中的历史虚无主义

介绍了光纤光栅激光传感器的传感机理和信号的解调算法,设计并实现了一种基于LabView光纤传感检测系统。实验得出该传感检测系统成功解调传感器被测信号,系统噪声达10-6 pm/[KF（]Hz[KF）],动态范围达到了120 dB@100 Hz,线性度达到了0.999 9。结果表明：该检测系统性能可靠,可对光纤光栅传感器信号进行实时的解调。     

From leprosy to The Willow Tree: decoding disability and Islamic spirituality in Iranian film

The lack of attention in academic discourse to representations of disability in films from the Middle East has led to an incomplete picture of representations of disability in global cinema. For instance, the diverse meanings of disability in Iranian cinema and the influence of disability on the emergence of Iranian New Wave cinema have been almost completely ignored by scholars. A number of award-winning films from Iran have featured disability as central to their narratives – such as The House is Black (1963), Taste of Cherry (1997), The Color of Paradise (1999), The Willow Tree (2005), and The Painting Pool (2013). Disability in these films serves alternatively as a symbol of spiritual possibility, a mark of marginalization, and a covert social critique. These films examine the emotional, physical, and social implications of disability, while celebrating the cultural power of film to challenge social, religious, and artistic barriers.     

多孔介质内流体相态特征超声波探测研究进展

目前有关烃类流体相态的研究已较为成熟,能为油气田的高效开发提供相应的理论指导和技术支持。但研究成果大多忽略多孔介质对流体相态的影响。为此,在充分考虑流体与多孔介质相互作用的基础上,开展多孔介质内流体相态特征的研究十分必要。随着研究的不断深入,超声波探测技术不受压力温度限制、不改变流体成分、检测成本低、对人体无害等优点逐渐得到重视,并在多孔介质内相态研究领域逐渐得到了应用。在参考国内外相关文献资料的基础上,简述了超声波的探测机理,重点综述了超声波探测在多孔介质内天然气水合物、凝析油气相态特征研究的应用进展,并指出了目前存在的主要问题及今后的研究重点。     

An online copy number variant detection method for short sequencing reads

The availability of the next generation sequencing (NGS) technology in today's biomedical research has provided new opportunities in scientific discovery of genetic information. The high-throughput NGS technology, especially DNA-seq, is particularly useful in profiling a genome for the analysis of DNA copy number variants (CNVs). The read count (RC) data resulting from NGS technology are massive and information rich. How to exploit the RC data for accurate CNV detection has become a computational and statistical challenge. We provide a statistical online change point method to help detect CNVs in the sequencing RC data in this paper. This method uses the idea of online searching for change point (or breakpoint) with a Markov chain assumption on the breakpoints loci and an iterative computing process via a Bayesian framework. We illustrate that an online change-point detection method is particularly suitable for identifying CNVs in the RC data. The algorithm is applied to the publicly available NCI-H2347 lung cancer cell line sequencing reads data for locating the breakpoints. Extensive simulation studies have been carried out and results show the good behavior of the proposed algorithm. The algorithm is implemented in R and the codes are available upon request.     

“三驾马车”的创作及其新变

20世纪九十年代中期,被誉为"三驾马车"的何申、谈歌、关仁山三位河北籍作家在文坛上先后发表了他们的代表作,掀起了"现实主义冲击波"."三驾马车"的成功有着深刻的社会历史原因,他们后期的创作在题材和文学视野上,以及作品的批判精神上也表现出了新的变化.     

制度视角的国家(地区)间经济横向波动研究

制度是有时效性的 ,制度变迁是非连续的 ,制度结构的高效和低效的循环导致一国经济增长的波动。一些国家 (地区 )高效的制度结构及其经济高增长的示范效应会引起相关国家 (地区 )进行制度的学习和引进 ,这种制度的横向传播引起相关国家间互相关联的经济横向波动。本文研究了经济横向波动的制度传播途径和机理 ,并用模型对这种横向波动进行了分析。本文的研究表明 ,制度的相互影响和传播是相关国家 (地区 )间经济横向波动的先导性、基础性原因。     

推广的简单方程方法对两个非线性发展方程的应用

本文借助于计算机代数系统Mathematica,利用推广的简单方程方法成功获得了Joseph-Egri方程和(2+1)-维KP方程新的精确行波解,并且分别以含两个任意参数的双曲函数、三角函数及有理函数等三种形式表示,其中双曲函数表示的行波解中参数取特殊值时可得到孤波解。