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A Weighted Inner Product Estimator in the Geometric Algebra of Euclidean 3-Space for Source Localization Using an EM Vector-sensor 被引量:2
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作者 JIANG Jingfei ZHANG Jianqiu 《Chinese Journal of Aeronautics》 SCIE EI CSCD 2012年第1期83-93,共11页
In this paper, the source localization by utilizing the measurements of a single electromagnetic (EM) vector-sensor is investigated in the framework of the geometric algebra of Euclidean 3-space. In order to describ... In this paper, the source localization by utilizing the measurements of a single electromagnetic (EM) vector-sensor is investigated in the framework of the geometric algebra of Euclidean 3-space. In order to describe the orthogonality among the electric and magnetic measurements, two multivectors of the geometric algebra of Euclidean 3-space (G3) are used to model the outputs of a spatially collocated EM vector-sensor. Two estimators for the wave propagation vector estimation are then formulated by the inner product between a vector and a bivector in the G3. Since the information used by the two estimators is different, a weighted inner product estimator is then proposed to fuse the two estimators together in the sense of the minimum mean square error (MMSE). Analytical results show that the statistical performances of the weighted inner product estimator are always better than its traditional cross product counterpart. The efficacy of the weighted inner product estimator and the correctness of the analytical predictions are demonstrated by simulation results. 展开更多
关键词 cross product electromagnetic geometric algebra geometric algebra of euclidean 3-space minimum mean square rule direction finding vector-sensor
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三维欧氏空间中主法线曲面的结构函数
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作者 于延华 岳立冬 《东北大学学报(自然科学版)》 EI CAS CSCD 北大核心 2018年第2期301-304,共4页
在三维欧氏空间中,主法线曲面作为特殊的非可展直纹面具有良好的代数和几何性质.运用微分几何的方法研究主法线曲面的结构函数.根据三维欧氏空间中不可展直纹面的定义和标准方程,给出曲线的主法线曲面的定义和标准方程.从主法线曲面的... 在三维欧氏空间中,主法线曲面作为特殊的非可展直纹面具有良好的代数和几何性质.运用微分几何的方法研究主法线曲面的结构函数.根据三维欧氏空间中不可展直纹面的定义和标准方程,给出曲线的主法线曲面的定义和标准方程.从主法线曲面的定义和标准方程出发,得到主法线曲面的结构函数之间满足的关系,以及曲线的主法线曲面的结构函数、准线和腰曲线三者之间的联系.讨论Mannheim曲线和一般螺线的主法线曲面,得到Mannheim曲线的主法线曲面是其侣线的副法线曲面,一般螺线的主法线曲面是正螺面. 展开更多
关键词 三维欧氏空间 非可展直纹面 主法线曲面 结构函数 腰曲线
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垂足曲线与反垂足曲线
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作者 吴利斌 詹鸿 《湖北师范学院学报(自然科学版)》 2014年第1期115-118,共4页
利用平面曲线的垂足曲线与反垂足曲线的概念,给出平面上几种特殊曲线的垂足曲线与反垂足曲线的例子,并将这两个概念推广到三维欧氏空间中去.
关键词 垂足曲线 反垂足曲线 三维欧氏空间
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三维欧氏Steiner最小树的Delaunay四面体网格混合智能算法
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作者 王家桢 马良 张惠珍 《运筹与管理》 CSSCI CSCD 北大核心 2015年第2期64-70,共7页
Steiner最小树问题是组合优化中经典的NP难题,在许多实际问题中有着广泛的应用,而三维欧氏Steiner最小树问题是对二维欧氏Steiner最小树问题的推广。由于三维欧氏Steiner树问题的求解非常困难,至今为止的相关成果较为少见。本文针对该问... Steiner最小树问题是组合优化中经典的NP难题,在许多实际问题中有着广泛的应用,而三维欧氏Steiner最小树问题是对二维欧氏Steiner最小树问题的推广。由于三维欧氏Steiner树问题的求解非常困难,至今为止的相关成果较为少见。本文针对该问题,利用Delaunay四面体网格剖分技术,提出了一种混合型智能求解方法,不仅可以尽量避免拓扑结构陷入局部最优,且对较大规模的问题求解亦有良好的效果。算法在Matlab环境下编程实现,经实例测试,获得了满意的效果。 展开更多
关键词 三维欧氏Steiner最小树 Delaunay四面体网格 凸多面体剖分 智能算法
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A High Speed Detection Scheme for Point Targets in a Multitarget Environment
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作者 Song Liuping and Sun ZhongkangDept. of Electronic Eng., National Univ. of Defense Technology, Changsha 410073, China 《Journal of Systems Engineering and Electronics》 SCIE EI CSCD 1991年第2期109-123,共15页
The purpose of this paper is to develop a high speed detection scheme for moving and / or stationary point targets in a multitarget environment as registered in an IR image sequence. An iterative approximate 3-D line ... The purpose of this paper is to develop a high speed detection scheme for moving and / or stationary point targets in a multitarget environment as registered in an IR image sequence. An iterative approximate 3-D line searching algorithm based upon the geometric representation of lines (for non-maneuvering targets in space) in a 3-D space is derived. The convergency of the algorithm is proved. An analysis is performed of the theoretical detection performance of the algorithm. The statistical experiment results show high effectiveness and computational efficiency of the algorithm in the case of low SNR. The idea may be employed to satisfy the real-time processing requirement of an IR system. 展开更多
关键词 Point target Three-dimensional space(3-d space) Iterative algorithm Objective function Convergency.
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Computation of Edge-Edge-Edge Events Based on Conicoid Theory for 3-D Object Recognition
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作者 吴辰晔 马惠敏 《Tsinghua Science and Technology》 SCIE EI CAS 2009年第2期264-270,共7页
The availability of a good viewpoint space partition is crucial in three dimensional (3-D) object recognition on the approach of aspect graph. There are two important events, depicted by the aspect graph approach, e... The availability of a good viewpoint space partition is crucial in three dimensional (3-D) object recognition on the approach of aspect graph. There are two important events, depicted by the aspect graph approach, edge-:edge-edge (EEE) events and edge-vertex (EV) events. This paper presents an algorithm to compute EEE events by characteristic analysis based on conicoid theory, in contrast to current algorithms that focus too much on EV events and often overlook the importance of EEE events. Also, the paper provides a standard flowchart for the viewpoint space partitioning based on aspect graph theory that makes it suitable for perspective models. The partitioning result best demonstrates the algorithm's efficiency with more valuable viewpoints found with the help of EEE events, which can definitely help to achieve high recognition rate for 3-D object recognition. 展开更多
关键词 edge-edge-edge (EEE) event aspect graph viewpoint space partition critical events three dimensional 3-d object recognition
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