Singularity Analysis of a Fixator by Closest Points Approach

被引:0
|
作者
Akcali, I. D. [1 ]
Avsar, E. [2 ]
Durmaz, A. [1 ]
Sagdic, I. [1 ]
Aydin, A. [2 ]
Un, M. K. [2 ]
Mutlu, H. [3 ]
Ibrikci, T. [2 ]
Ozkan, C. [4 ]
Bicer, O. S. [4 ]
机构
[1] Cukurova Univ, MACTIMARUM Ars & Uyg Mrkz, Adana, Turkey
[2] Cukurova Univ, Elekt Elekt Muhendisligi Bolumu, Adana, Turkey
[3] Mersin Univ, Makina Muhendislkigi Bolumu, Yenisehir Mersin, Turkey
[4] Cukurova Univ, Ortopedi & Travmatoloji Anabilim Dali, Adana, Turkey
关键词
external fixator; singularity; orthopaedics;
D O I
暂无
中图分类号
R318 [生物医学工程];
学科分类号
0831 ;
摘要
External fixators are robotic devices widely used in orthopaedics. While bringing the bone fragments to a desired position, these devices should not present any threat to the patient health. One of the threat causes is singularity. In a singular position, stable structure of the fixator is lost and its top and bottom rings may move independently. In this work, singularity analysis is performed with a geometric method, closest points approach. It has been shown that results of this approach are consistent with the other singularity analysis methods.
引用
收藏
页数:4
相关论文
共 50 条
  • [21] Integral medial axis and the distance between closest points
    W. van der Kallen
    Regular and Chaotic Dynamics, 2007, 12 : 736 - 745
  • [22] Outsource-Secured Calculation of Closest Pair of Points
    Kuruba, Chandrasekhar
    Gilbert, Kethzi
    Sidhaye, Prabhav
    Pareek, Gaurav
    Rangappa, Purushothama Byrapura
    SECURITY IN COMPUTING AND COMMUNICATIONS, SSCC 2016, 2016, 625 : 377 - 389
  • [23] Closest pair and the post office problem for stochastic points
    Kamousi, Pegah
    Chan, Timothy M.
    Sufi, Subhash
    COMPUTATIONAL GEOMETRY-THEORY AND APPLICATIONS, 2014, 47 (02): : 214 - 223
  • [24] Closest pair and the post office problem for stochastic points
    Kamousi, P. (pkamousi@umail.ucsb.edu), 1600, Elsevier B.V., Netherlands (47):
  • [25] Singularity points for first passage percolation
    Yukich, JE
    Zhang, Y
    ANNALS OF PROBABILITY, 2006, 34 (02): : 577 - 592
  • [26] On singularity points in elastic orthorhombic media
    Skovas, Alexey
    Roganov, Yuriy
    Roganov, Vyacheslav
    GEOPHYSICS, 2023, 88 (01) : C11 - C32
  • [27] Singularity points and their degeneracies in anisotropic media
    Stovas, Alexey
    Roganov, Yuriy
    Roganov, Vyacheslav
    GEOPHYSICAL JOURNAL INTERNATIONAL, 2024, 238 (02) : 881 - 901
  • [28] A protocol for privacy-preserving closest pair of points
    Liu, Jie
    Yang, Bo
    Pang, Xiaoqiong
    Liu, J. (jessica.lyh66@gmail.com), 2013, Binary Information Press, P.O. Box 162, Bethel, CT 06801-0162, United States (09): : 6945 - 6953
  • [29] Closest approach in universal variables
    Sharaf, MA
    Sharaf, AA
    CELESTIAL MECHANICS & DYNAMICAL ASTRONOMY, 1997, 69 (04): : 331 - 346
  • [30] ALINDAS CLOSEST APPROACH TO EARTH
    不详
    SKY AND TELESCOPE, 1973, 46 (06): : 417 - 417