Integrative Sensitivity Analysis Applied to Semi-Integral Concrete Bridges

被引:6
|
作者
Jung, Bastian [1 ]
Morgenthal, Guido [2 ]
Xu, Dong [3 ]
机构
[1] Bauhaus Univ Weimar, Res Training Grp Model Qual 1462, D-99423 Weimar, Germany
[2] Bauhaus Univ Weimar, Dept Modelling & Simulat Struct, D-99421 Weimar, Germany
[3] Tongji Univ, Dept Bridge Engn, Shanghai 200092, Peoples R China
关键词
Global model; Partial model; Model quality assessment; Semi-integral concrete bridge; Sensitivity analysis; NONLINEAR-ANALYSIS; MODELS; STRENGTH; DESIGN; CREEP;
D O I
10.1061/(ASCE)BE.1943-5592.0000588
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
In numerical simulations of engineering structures, several physical phenomena are represented by partial models, and the selection of the important partial models is usually based on engineering judgment. The quantitative assessment of how these partial models influence various response quantities is possible using variance-based sensitivity analysis. However, this provides information only on local positions in the structure. The present paper extends the sensitivity analysis at local positions to the integrative sensitivity analysis of the entire structural load-bearing behavior. In addition to the assessment of the partial model's sensitivity, the method includes the local response significance factor, which relates the sensitivity to the response significance at each position in the structure. The integrative sensitivity analysis is applied to the numerical simulation of semi-integral concrete bridges to evaluate the partial model's influence with respect to the entire integral structure. The quantitative assessment of the integrative sensitivity for varying pier heights and different loading conditions in the serviceability limit state and the ultimate limit state allows conclusions with practical engineering relevance.
引用
收藏
页数:13
相关论文
共 50 条
  • [21] CHARGING CURRENT COMPENSATION IN SEMI-INTEGRAL ELECTROANALYSIS
    LAMEY, SC
    GRYPA, RD
    MALOY, JT
    ANALYTICAL CHEMISTRY, 1975, 47 (04) : 610 - 617
  • [22] Semi-Integral Architecture: Sustainable Infrastructure Concept
    Someya, Atsunori
    Sawaguchi, Manabu
    PICMET 2024 - 2024 Portland International Conference on Management of Engineering and Technology: Technology Management in the Artificial Intelligence Era, Proceedings, 2024,
  • [23] Ductility performance analyses of the semi-integral jointless bridge
    Zhan, Xuefang
    Shao, Xudong
    Liu, Guoli
    RESOURCES, ENVIRONMENT AND ENGINEERING, 2015, : 167 - 172
  • [24] DIAGNOSIS OF ADSORPTION ON SOLID ELECTRODES WITH SEMI-INTEGRAL VOLTAMMETRY
    BOWLING, R
    MCCREERY, RL
    ANALYTICAL CHEMISTRY, 1988, 60 (06) : 605 - 608
  • [25] New Integral and Semi-integral Bridge Solutions for the Romanian Highways and Motorways
    Petzek, Edward
    Metes, Elena
    Turcan, Alexandru
    Schmitt, Victor
    BRIDGES IN DANUBE BASIN 2016 - NEW TRENDS IN BRIDGE ENGINEERING AND EFFICIENT SOLUTION FOR LARGE AND MEDIUM SPAN BRIDGES, 2016, 156 : 364 - 371
  • [26] DOUBLE QUADRUPOLE NUCLEUS RESONANCE WITH SEMI-INTEGRAL SPINS
    GRECHISHKIN, VS
    MIKHALKOV, VM
    ZHURNAL FIZICHESKOI KHIMII, 1985, 59 (04): : 908 - 911
  • [27] Determination of rate constants of electrode reactions by methods of semi-integral electrochemistry applied to chronoamperometric and chronocoulometric curves
    GonzalezMorin, M
    BarreraNiebla, M
    PerezSanchez, M
    JOURNAL OF ELECTROANALYTICAL CHEMISTRY, 1996, 411 (1-2) : 1 - 7
  • [28] Determination and assessment of the behavior of a semi-integral railway viaduct
    Kaeding, M.
    Wenner, M.
    Liao, H.
    Marx, S.
    LIFE-CYCLE ANALYSIS AND ASSESSMENT IN CIVIL ENGINEERING: TOWARDS AN INTEGRATED VISION, 2019, : 139 - 144
  • [29] THEORY OF SEMI-INTEGRAL AND SEMI-DIFFERENTIAL ELECTROANALYSIS WITH STAIRCASE POTENTIAL RAMP
    GOTO, M
    ISHII, D
    JOURNAL OF ELECTROANALYTICAL CHEMISTRY, 1979, 102 (01): : 49 - 58
  • [30] Enriched topologies and topological representation of semi-unital and semi-integral quantales
    Gutierrez Garcia, Javier
    Hoehle, Ulrich
    TOPOLOGY AND ITS APPLICATIONS, 2020, 273