Two-Dimensional Robust Magnetic Resonance Navigation of a Ferromagnetic Microrobot Using Pareto Optimality

被引:53
|
作者
Folio, David [1 ]
Ferreira, Antoine [1 ]
机构
[1] Univ Orleans, Inst Natl Sci Appl, Ctr Val de Loire, PRISME EA 4229, F-18022 Bourges, France
关键词
Magnetic resonance imaging (MRI); magnetic resonance navigation (MRN); microrobotics; multiojective planning; DESIGN;
D O I
10.1109/TRO.2016.2638446
中图分类号
TP24 [机器人技术];
学科分类号
080202 ; 1405 ;
摘要
This paper introduces a two-dimensional (2-D) autonomous navigation strategy of a 750-mu m steel microrobot along a complex fluidic vascular network inside the bore of a clinical 3.0-T magnetic resonance imaging (MRI) scanner. To ensure successful magnetic resonance navigation of a microrobot along consecutive channels, the design of autonomous navigation strategy is needed, taking into account the major MRI technological constraints and physiological perturbations, e.g., nonnegligible pulsatile flow, limitations on the magnetic gradient amplitude, MRI overheating, and susceptibility artifacts uncertainties. An optimal navigation planning framework based on Pareto optimality is proposed in order to deal with this multiple-objective problem. Based on these optimal conditions, a dedicated control architecture has been implemented in an interventional medical platform for real-time propulsion, control, and imaging experiments. The reported experiments suggest that the likelihood of controlling autonomously untethered 750-mu m magnetic microrobots is rendered possible in a complex 2-D centimeter-sized vascular phantom. The magnetic microrobot traveled intricate paths at a mean velocity of about 4 mms(-1) with average tracking errors below 800 mu m with limited magnetic gradients +/- 15 mTm (1), which is compatible with clinical MRI scanners. The experiments demonstrate that it is effectively possible to autonomously guide a magnetic microrobot using a conventional MRI scanner with only a software upgrade.
引用
收藏
页码:583 / 593
页数:11
相关论文
共 50 条
  • [31] Magnetic vortex dynamics in a two-dimensional square lattice of ferromagnetic nanodisks
    Shibata, J
    Otani, Y
    PHYSICAL REVIEW B, 2004, 70 (01): : 012404 - 1
  • [32] Robust two-dimensional bipolar magnetic semiconductors by defect engineering
    Cheng, Haixia
    Zhou, Jun
    Yang, Ming
    Shen, Lei
    Linghu, Jiajun
    Wu, Qingyun
    Qian, Ping
    Feng, Yuan Ping
    JOURNAL OF MATERIALS CHEMISTRY C, 2018, 6 (31) : 8435 - 8443
  • [33] A necessary optimality condition in two-dimensional screening
    Aloisio Araujo
    Sergei Vieira
    Braulio Calagua
    Economic Theory, 2022, 73 : 781 - 806
  • [34] A CONDITION FOR OPTIMALITY OF TWO-DIMENSIONAL SIGNAL CONSTELLATIONS
    SAYEGH, SI
    IEEE TRANSACTIONS ON COMMUNICATIONS, 1985, 33 (11) : 1220 - 1222
  • [35] Emerging two-dimensional ferromagnetic semiconductors
    Kong, Denan
    Zhu, Chunli
    Zhao, Chunyu
    Liu, Jijian
    Wang, Ping
    Huang, Xiangwei
    Zheng, Shoujun
    Zheng, Dezhi
    Liu, Ruibin
    Zhou, Jiadong
    CHEMICAL SOCIETY REVIEWS, 2024, 53 (22) : 11228 - 11250
  • [36] A necessary optimality condition in two-dimensional screening
    Araujo, Aloisio
    Vieira, Sergei
    Calagua, Braulio
    ECONOMIC THEORY, 2022, 73 (2-3) : 781 - 806
  • [37] Two-dimensional model for ferromagnetic martensites
    Sreekala, S
    Ananthakrishna, G
    PHYSICAL REVIEW B, 2005, 72 (13)
  • [38] Superconductivity in two-dimensional ferromagnetic MnB
    M. Umar Farooq
    Arqum Hashmi
    Imran Khan
    Jisang Hong
    Scientific Reports, 7
  • [39] Superconductivity in two-dimensional ferromagnetic MnB
    Farooq, M. Umar
    Hashmi, Arqum
    Khan, Imran
    Hong, Jisang
    SCIENTIFIC REPORTS, 2017, 7
  • [40] Linear and nonlinear Fano resonance on two-dimensional magnetic metamaterials
    Liu, H.
    Li, G. X.
    Li, K. F.
    Chen, S. M.
    Zhu, S. N.
    Chan, C. T.
    Cheah, K. W.
    PHYSICAL REVIEW B, 2011, 84 (23)