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铁路浸水支挡结构的最不利水位与确定方法
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作者 江靓瑾 张韵 +2 位作者 李福华 陈邵勇 丁杨 《高速铁路技术》 2021年第1期1-5,11,共6页
本文从铁路行业最不利水位的概念和主要作用入手,分析了规范中最不利水位定义的局限性,提出了完善最不利水位定义的建议,构建了以最小偏移率确定浸水支挡结构控制项和最不利水位的通用方法。结合具体的工程实例,演示了确定最不利水位的... 本文从铁路行业最不利水位的概念和主要作用入手,分析了规范中最不利水位定义的局限性,提出了完善最不利水位定义的建议,构建了以最小偏移率确定浸水支挡结构控制项和最不利水位的通用方法。结合具体的工程实例,演示了确定最不利水位的步骤和过程。 展开更多
关键词 浸水 支挡结构 检算项 不利极值 偏移率 控制 最不利水位
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Fingerprint singular points extraction based on orientation tensor field and Laurent series 被引量:3
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作者 刘琴 彭可 +4 位作者 刘巍 谢琴 李仲阳 兰浩 金耀 《Journal of Central South University》 SCIE EI CAS 2014年第5期1927-1934,共8页
Singular point(SP)extraction is a key component in automatic fingerprint identification system(AFIS).A new method was proposed for fingerprint singular points extraction,based on orientation tensor field and Laurent s... Singular point(SP)extraction is a key component in automatic fingerprint identification system(AFIS).A new method was proposed for fingerprint singular points extraction,based on orientation tensor field and Laurent series.First,fingerprint orientation flow field was obtained,using the gradient of fingerprint image.With these gradients,fingerprint orientation tensor field was calculated.Then,candidate SPs were detected by the cross-correlation energy in multi-scale Gaussian space.The energy was calculated between fingerprint orientation tensor field and Laurent polynomial model.As a global descriptor,the Laurent polynomial coefficients were allowed for rotational invariance.Furthermore,a support vector machine(SVM)classifier was trained to remove spurious SPs,using cross-correlation coefficient as a feature vector.Finally,experiments were performed on Singular Point Detection Competition 2010(SPD2010)database.Compared to the winner algorithm of SPD2010 which has best accuracy of 31.90%,the accuracy of proposed algorithm is 45.34%.The results show that the proposed method outperforms the state-of-the-art detection algorithms by large margin,and the detection is invariant to rotational transformations. 展开更多
关键词 fingerprint extraction singular point fingerprint orientation tensor field Laurent series rotational invariance supportvector machine (SVM)
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