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高超声速边界层转捩是高超声速飞行器设计的关键基础问题之一.为了研究高超声速边界层转捩, 在风洞中, 对平板模型进行了M=5的实验, 在模型中心沿流动方向使用PCB脉动压力传感器对脉动压力时间序列进行采集.文章将本征正交分解(proper orthogonal decomposition,POD)方法引入高超声速脉动压力数据处理中, 发展了单点POD分析方法.经验证, 使用该方法重构数据的均方根(root mean square, RMS)峰值位置可表征转捩位置, 实用性强. 相似文献
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强伪压缩算子带误差的Ishikawa迭代的强稳定性 总被引:2,自引:0,他引:2
设X是任意实Banach空间,T:X→X是一Lipschitz强伪压缩算子,本给出T带误差的Ishikawa迭代过程的强稳定性,并给出一个涉及Lipschitz强增生算子T的非线性方程Tx=f迭代解的强稳定性。 相似文献
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The concept of Fan-Browder mappings was first introduced in topological spaces without any convex structure. Then a new continuous selection theorem was obtained for the Fan-Browder mapping with range in a topological space without any convex structure and noncompact domain. As applications, some fixed point theorems, coincidence theorems and a nonempty intersection theorem were given. Both the new concepts and results unify and extend many known results in recent literature. 相似文献
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Weakly R-KKM mappings——intersection theorems and minimax inequalities in topological spaces 总被引:1,自引:0,他引:1
In this paper, we introduce the concepts of weakly R-KKM mappings, R-convex and ,R-β-quasiconvex in general topological spaces without any convex structure. Relating to these, we obtain an extension to general topological spaces of Fan's matching theorem, namely that Lemma 1.2 in this paper. On this basis, two intersection theorems are proved in topological spaces. By using intersection theorems, some minimax inequalities of Ky Fan type are also proved in topological spaces. Our results generalize and improve the corresponding results in the literature. 相似文献
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Lipschitz局部严格伪压缩映象的迭代逼近 总被引:2,自引:2,他引:0
设K是一致光滑Banach空间K的非空子集,T:K→X是Lipschitz局部严格伪压缩映象。本文给出一个迭代序列强收敛到T的唯一不动点,并给出一个涉及Lipschitz局部强增殖映象T的非线性方程Tx=f的解的迭代逼近。 相似文献
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用矩阵的半张量积方法,把合作博弈的特征函数表示成伪布尔函数的形式然后把博弈问题建立在了易于计算的矩阵框架下,同时给出了求路解的计算公式. 相似文献
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以多孔阳极氧化铝膜(AAO)为模板,将模板的纳米孔洞作为微腔反应器,以聚环氧乙烯醚-聚环氧丙烯醚-聚环氧乙烯醚三嵌段共聚物(P123)为致孔剂、Ce(NO3)3.6H2O为铈源、无水乙醇为溶剂合成前躯体,采用压力诱导的方法将前躯体注入到AAO孔道内,经加热处理后,在模板的纳米孔洞内合成了具有介孔结构的一维CeO2纳米材料。通过SEM、TEM、XRD、EDS和N2吸附-脱附进行表征,结果表明,所合成的介孔CeO2纳米纤维具有介孔结构和较大的比表面积,并考察了其光致发光性能。 相似文献
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The paper first proves a characteristic property in FC-spaces. By the use of the connectedness of sets, a parametric type of KKM theorem is then established in noncompact FC-spaces by introducing a linear ordered space. As a consequence, some recent results, such as noncompact minimax inequalities, saddle point theorem, and section theorem, are improved. The results generalize the corresponding results in the literatures. 相似文献