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基于Nyquist阵列理论的风电并网系统小扰动稳定分析及控制 被引量:4
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作者 孙华东 方诗卉 +4 位作者 徐式蕴 毕经天 易俊 宋瑞华 高磊 《中国电机工程学报》 EI CSCD 北大核心 2020年第10期3124-3133,共10页
近年来,新能源、直流等电力电子设备的大量接入,电力系统的小扰动稳定特性发生了显著变化。该文将多变量频域分析理论中的Nyquist阵列理论引入电力系统小扰动稳定的分析及控制。以双馈风电并网系统为研究对象,推导系统中的前向传递函数... 近年来,新能源、直流等电力电子设备的大量接入,电力系统的小扰动稳定特性发生了显著变化。该文将多变量频域分析理论中的Nyquist阵列理论引入电力系统小扰动稳定的分析及控制。以双馈风电并网系统为研究对象,推导系统中的前向传递函数矩阵Q(s)和反馈增益传递函数矩阵F,基于Nyquist阵列理论对系统的对角优势特性进行判别。针对对角优势系统,绘制其Gershgorin带,可以直观地显示系统稳定特性;针对非对角优势系统,进一步通过伪对角化将系统转化为对角优势系统后再进行稳定分析及控制。最后通过与特征根计算结果的对比,验证所提出方法的有效性。该文所提出方法亦可用于各类电力电子设备的详细模型下电力系统次同步、超同步等宽频带振荡现象的分析。 展开更多
关键词 双馈风力发电机 Nyquist阵列理论 对角优势 伪对角化 电力系统小扰动稳定
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单通道接收机协方差矩阵的随机权恢复方法 被引量:3
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作者 叶中付 王超 徐旭 《数据采集与处理》 CSCD 2003年第2期127-131,共5页
随着阵列理论的发展和应用 ,单通道接收机相对于多通道接收机显示出独特的优越性。此中协方差矩阵的恢复成为一个关键问题。本文针对这一问题 ,利用在不相关信号源条件下均匀线阵协方差矩阵具有的 Toeplitz和 Hermite性质 ,在理论上最... 随着阵列理论的发展和应用 ,单通道接收机相对于多通道接收机显示出独特的优越性。此中协方差矩阵的恢复成为一个关键问题。本文针对这一问题 ,利用在不相关信号源条件下均匀线阵协方差矩阵具有的 Toeplitz和 Hermite性质 ,在理论上最少条件数的意义下 ,给出了协方差矩阵的随机权恢复方法 ,并进一步将此思想应用于稀布线阵 ,给出了在极限意义下的最少条件数的协方差矩阵恢复方法。仿真实验表明 ,本文所提的最少条件数的随机权方法具有很强的可操作性 ,说明了单通道接收机协方差矩阵的随机权恢复方法相对于现有方法具有所需条件数少和灵活方便的优点。 展开更多
关键词 单通道接收机 协方差矩阵 随机权恢复方法 超分辨阵列理论
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基于馈源固定的双频扫描反射阵设计 被引量:2
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作者 张莹 左乐 +1 位作者 李洋 何清明 《无线电工程》 北大核心 2022年第2期326-332,共7页
提出了一种适用于双频反射阵的波束扫描方法,采用固定馈源仅通过旋转反射阵面实现了双频反射阵的波束扫描。定量对旋转前后的反射阵口面相位分布进行了理论分析,推导出波束扫描角与阵面旋转角的解析关系,揭示了该方法的宽带特性。采用... 提出了一种适用于双频反射阵的波束扫描方法,采用固定馈源仅通过旋转反射阵面实现了双频反射阵的波束扫描。定量对旋转前后的反射阵口面相位分布进行了理论分析,推导出波束扫描角与阵面旋转角的解析关系,揭示了该方法的宽带特性。采用反射阵阵列理论进行验证,在此基础上,设计了一款工作于1.575和2.4 GHz的双频扫描反射阵,并最终在60°空域范围内获得了较好的双频扫描特性,验证了设计方法的有效性。 展开更多
关键词 反射阵 馈源固定 波束扫描 阵列理论 双频
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Experiment and Simulation of Large Capacity Air-guns in Deep Structure Exploration 被引量:3
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作者 Tang Jie Wang Baoshan +1 位作者 Ge Hongkui Chen Yong 《Earthquake Research in China》 2009年第4期I0001-I0001,373-382,共11页
The air-gun source has important applications as a new, environmentally, green active source in regional scale deep exploration. In the past, the air gun source was used mainly in smallscale, high-resolution shallow o... The air-gun source has important applications as a new, environmentally, green active source in regional scale deep exploration. In the past, the air gun source was used mainly in smallscale, high-resolution shallow oil exploration, but has a lack of adequate research in deep exploration. In order to study the selection of work parameters and field conditions of the air gun source in deep exploration, this paper does the following work: (1) analyze the characteristics of the air gun source using air gun experiments; (2) simulate the air gun signal and air gun-array signal based on the theory of free bubble oscillation to analyze the influence of bubble oscillation and study the wavelet energy and spectrum characteristics needed in deep exploration; (3) on the basis of theoretical simulation, study the influence of work parameters, such as air-gun capacity, work stress and depth on air gun signal and analyze the influence of air-gun array inspired moment and spacing of different air guns on air gun-array signals; and (4) study energy reflection and transmission coefficients for different underwater interfaces, which is very useful for choosing suitable field conditions. 展开更多
关键词 Air-gun Wavelet simulation Bubble effect Work parameter Field condition
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Sequences of Lower Bounds for the Perron Root of a Nonnegative Irreducible Matrix
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作者 钟琴 黄廷祝 《Journal of Mathematical Research and Exposition》 CSCD 2009年第4期730-736,共7页
Estimate bounds for the Perron root of a nonnegative matrix are important in theory of nonnegative matrices.It is more practical when the bounds are expressed as an easily calcu-lated function in elements of matrices.... Estimate bounds for the Perron root of a nonnegative matrix are important in theory of nonnegative matrices.It is more practical when the bounds are expressed as an easily calcu-lated function in elements of matrices.For the Perron root of nonnegative irreducible matrices,three sequences of lower bounds are presented by means of constructing shifted matrices,whose convergence is studied.The comparisons of the sequences with known ones are supplemented with a numerical example. 展开更多
关键词 nonnegative irreducible matrix shifted matrix Perron root lower bound.
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Efficient design of rotary traveling wave oscillator array via geometric programming
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作者 Li-jia CHEN Hua-feng ZHANG +1 位作者 Jin-fang ZHOU Kang-sheng CHEN 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2009年第12期1815-1823,共9页
This paper presents an efficient method for globally optimizing and automating component sizing for rotary traveling wave oscillator arrays. The lumped equivalent model of transmission lines loaded by inverter pairs i... This paper presents an efficient method for globally optimizing and automating component sizing for rotary traveling wave oscillator arrays. The lumped equivalent model of transmission lines loaded by inverter pairs is evaluated and posynomial functions for oscillation frequency, power dissipation, phase noise, etc. are formulated using transmission line theory. The re- sulting design problem can be posed as a geometric programJning problem, which can be efficiently solved with a convex opti- mization solver. The proposed method can compute the global optima more efficiently than the traditional iterative scheme and various design problems can be solved with the same circuit model. The globally optimal trade-off curves between competing objectives are also computed to carry out robust designs and quickly explore the design space. 展开更多
关键词 Rotary traveling wave oscillator array (RTWOA) Clock distribution Transmission line resonator Global optimi-zation Geometric programming (GP)
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