Deformation estimation of truss bridges using two-stage optimization from cameras

被引:0
|
作者
Chou, Jau-Yu [1 ]
Chang, Chia-Ming [1 ]
机构
[1] Natl Taiwan Univ, Dept Civil Engn, Taipei, Taiwan
关键词
computer vision; deformation estimation; improved Kanade-Lucas-Tomasi algorithm; motion tracking; physics-based graphics model; DIGITAL IMAGE CORRELATION; DAMAGE DETECTION; OPTICAL-FLOW; IDENTIFICATION;
D O I
10.12989/sss.2023.31.4.409
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
Structural integrity can be accessed from dynamic deformations of structures. Moreover, dynamic deformations can be acquired from non-contact sensors such as video cameras. Kanade-Lucas-Tomasi (KLT) algorithm is one of the commonly used methods for motion tracking. However, averaging throughout the extracted features would induce bias in the measurement. In addition, pixel-wise measurements can be converted to physical units through camera intrinsic. Still, the depth information is unreachable without prior knowledge of the space information. The assigned homogeneous coordinates would then mismatch manually selected feature points, resulting in measurement errors during coordinate transformation. In this study, a two-stage optimization method for video-based measurements is proposed. The manually selected feature points are first optimized by minimizing the errors compared with the homogeneous coordinate. Then, the optimized points are utilized for the KLT algorithm to extract displacements through inverse projection. Two additional criteria are employed to eliminate outliers from KLT, resulting in more reliable displacement responses. The second-stage optimization subsequently fine-tunes the geometry of the selected coordinates. The optimization process also considers the number of interpolation points at different depths of an image to reduce the effect of out-of-plane motions. As a result, the proposed method is numerically investigated by using a truss bridge as a physics-based graphic model (PBGM) to extract high-accuracy displacements from recorded videos under various capturing angles and structural conditions.
引用
收藏
页码:409 / 419
页数:11
相关论文
共 50 条
  • [21] Waterflood management using two-stage optimization with streamline simulation
    Wen, Tailai
    Thiele, Marco R.
    Ciaurri, David Echeverria
    Aziz, Khalid
    Ye, Yinyu
    COMPUTATIONAL GEOSCIENCES, 2014, 18 (3-4) : 483 - 504
  • [22] A two-stage stepwise estimation procedure
    Chen, John T.
    BIOMETRICS, 2008, 64 (02) : 406 - 412
  • [23] Waterflood management using two-stage optimization with streamline simulation
    Tailai Wen
    Marco R. Thiele
    David Echeverría Ciaurri
    Khalid Aziz
    Yinyu Ye
    Computational Geosciences, 2014, 18 : 483 - 504
  • [24] A generalized method of estimation for two-stage sampling using two auxiliary variables
    Sahoo L.N.
    Mahapatra N.
    Senapati S.C.
    Journal of Statistical Theory and Practice, 2009, 3 (4) : 831 - 839
  • [25] Aerodynamic Optimization Design Using Two-Stage Optimization Based on BezierGAN Parameterization
    Xie, Xiaoye
    Duan, Yanhui
    2023 ASIA-PACIFIC INTERNATIONAL SYMPOSIUM ON AEROSPACE TECHNOLOGY, VOL II, APISAT 2023, 2024, 1051 : 306 - 319
  • [26] On robust optimization of two-stage systems
    Samer Takriti
    Shabbir Ahmed
    Mathematical Programming, 2004, 99 : 109 - 126
  • [27] On robust optimization of two-stage systems
    Takriti, S
    Ahmed, S
    MATHEMATICAL PROGRAMMING, 2004, 99 (01) : 109 - 126
  • [28] A Two-Stage Crack Detection Method for Concrete Bridges Using Convolutional Neural Networks
    Li, Yundong
    Zhao, Weigang
    Zhang, Xueyan
    Zhou, Qichen
    IEICE TRANSACTIONS ON INFORMATION AND SYSTEMS, 2018, E101D (12): : 3249 - 3252
  • [29] Power components estimation using two-stage Newton type algorithm
    Vladimir Terzija
    Vladimir Stanojevic
    Zoran Lazarevic
    Electrical Engineering, 2007, 89 : 591 - 600
  • [30] Threshold Value Estimation Using Adaptive Two-Stage Plans in R
    Mankad, Shawn
    Michailidis, George
    Banerjee, Moulinath
    JOURNAL OF STATISTICAL SOFTWARE, 2015, 67 (03):