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BEHAVIOR OF PRESTRESSED CONCRETE BEAMS STRENGTHENED BY EXTERNAL FRP POST-TENSIONED TENDONS

机译:外部FRP后张拉筋加固的预应力混凝土梁的行为

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Tests were conducted on four 203 × 406 × 5490 mm (8 × 16 × 216 in.) steel prestressed beams strengthened by exterior CFRP post-tensioned tendons. The beams were each prestressed with either one or two 13 mm (0.5 in.), 7 wire steel prestressing strand and tested under four point loading. Exterior post-tensioning for strengthening was provided by two 8 mm (0.32 in.) diameter CFRP (Leadline) tendons, harped 4.8 degrees at each of two points. Effective steel prestress of the beams varied from 985 to 1130 MPa (143 to 164 ksi). For each type of beam (with one or two steel strands), one "control" beam and beams strengthened by exterior CFRP tendons were tested. The post-tensioning stress in the CFRP tendons varied from 1240 to 1500 MPa (180 to 218 ksi). The average strength increase of CFRP strengthened members was 115% for the beams with single steel strands and 46% for beams with double steel strands. Midspan deflections at ultimate load for strengthened beams were approximately 60% of the corresponding control beam deflection.rnA numerical analysis is presented that models the post-tensioning as exterior applied forces. A layered cross-sectional analysis is used to determine curvatures for individual segments along the beam, and the curvatures are integrated over the beam span length to compute deflections. An iterative approach is used to ensure the exterior tendon force used in computing deflections equals the tendon force expected due to displacement at the harping points.
机译:对外部CFRP后张预应力筋加固的四根203×406×5490 mm(8×16×216 in。)钢预应力梁进行了测试。每个梁用一个或两个13毫米(0.5英寸),7根钢丝预应力钢绞线预应力,并在四点荷载下进行测试。由两个直径为8毫米(0.32英寸)的CFRP(前导线)腱提供外部加强后张力,在两个点处都竖起4.8度。梁的有效钢预应力从985到1130 MPa(143到164 ksi)不等。对于每种类型的梁(具有一根或两根钢绞线),均测试了一根“控制”梁和由外部CFRP筋加固的梁。 CFRP筋中的后张应力在1240到1500 MPa(180到218 ksi)之间变化。单根钢绞线梁的CFRP加固构件的平均强度增加为115%,双钢绞线梁的平均强度增加为46%。加固梁在极限载荷下的中跨挠度约为相应控制梁挠度的60%。rn进行了数值分析,将后张拉建模为外部作用力。分层的横截面分析用于确定沿梁的各个段的曲率,并且将曲率在梁跨度长度上积分以计算变形。使用迭代方法来确保在计算挠度时使用的外部肌腱力等于由于在竖起点处的位移而预期的肌腱力。

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