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    Prediction of Moment–Curvature Response and Maximum Bending Resistance for Hybrid NSC-UHPC Elements

    Source: Journal of Structural Engineering:;2023:;Volume ( 149 ):;issue: 011::page 04023162-1
    Author:
    M. Pharand
    ,
    J.-P. Charron
    DOI: 10.1061/JSENDH.STENG-12407
    Publisher: ASCE
    Abstract: Exceptional mechanical properties of ultra-high performance concretes (UHPC) offer strong strengthening capacities in bending and shear when used as overlay on normal strength concrete (NSC) structures. Nonetheless, lack of simple and intuitive design models for hybrid elements in design guidelines refrain designers from using UHPC overlays for structural applications. Thereby, a simplified sectional analysis model for NSC-UHPC hybrid elements was developed based on the philosophy of the Canadian Bridge Design Code CSA-S6. By using a new average stress distribution for NSC in hybrid elements that considers the strain at the extreme compressed fiber, equilibrium of forces can be solved by a second-degree equation with direct computation. The simplified model provides the complete moment–curvature behavior of hybrid elements for design purposes, thus allowing verifications in service and ultimate state conditions. An empiric equation is also proposed to evaluate the maximum bending capacity of hybrid elements for predesign. It only uses an approximation of a lever arm between forces in the hybrid cross section and thus offers a quick and easy way to evaluate the bending capacity. Both tools were validated on a detailed and iterative sectional analysis program and with results of four international experimental campaigns. The simplified sectional analysis model and empirical equation showed very good accuracy at reproducing the behavior of a wide range of NSC-UHPC hybrid elements configurations.
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      Prediction of Moment–Curvature Response and Maximum Bending Resistance for Hybrid NSC-UHPC Elements

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    contributor authorM. Pharand
    contributor authorJ.-P. Charron
    date accessioned2024-04-27T20:54:51Z
    date available2024-04-27T20:54:51Z
    date issued2023/11/01
    identifier other10.1061-JSENDH.STENG-12407.pdf
    identifier urihttp://yetl.yabesh.ir/yetl1/handle/yetl/4296232
    description abstractExceptional mechanical properties of ultra-high performance concretes (UHPC) offer strong strengthening capacities in bending and shear when used as overlay on normal strength concrete (NSC) structures. Nonetheless, lack of simple and intuitive design models for hybrid elements in design guidelines refrain designers from using UHPC overlays for structural applications. Thereby, a simplified sectional analysis model for NSC-UHPC hybrid elements was developed based on the philosophy of the Canadian Bridge Design Code CSA-S6. By using a new average stress distribution for NSC in hybrid elements that considers the strain at the extreme compressed fiber, equilibrium of forces can be solved by a second-degree equation with direct computation. The simplified model provides the complete moment–curvature behavior of hybrid elements for design purposes, thus allowing verifications in service and ultimate state conditions. An empiric equation is also proposed to evaluate the maximum bending capacity of hybrid elements for predesign. It only uses an approximation of a lever arm between forces in the hybrid cross section and thus offers a quick and easy way to evaluate the bending capacity. Both tools were validated on a detailed and iterative sectional analysis program and with results of four international experimental campaigns. The simplified sectional analysis model and empirical equation showed very good accuracy at reproducing the behavior of a wide range of NSC-UHPC hybrid elements configurations.
    publisherASCE
    titlePrediction of Moment–Curvature Response and Maximum Bending Resistance for Hybrid NSC-UHPC Elements
    typeJournal Article
    journal volume149
    journal issue11
    journal titleJournal of Structural Engineering
    identifier doi10.1061/JSENDH.STENG-12407
    journal fristpage04023162-1
    journal lastpage04023162-15
    page15
    treeJournal of Structural Engineering:;2023:;Volume ( 149 ):;issue: 011
    contenttypeFulltext
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