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DETERMINING THE REMAINING PRESTRESS FORCE IN A PRESTRESSED CONCRETE RAILROAD TIE THROUGH LOADING IN DIRECT TENSION

机译:在直接拉力作用下确定预应力混凝土铁路领带的剩余预应力

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Extensive research has been conducted by the research team in recent years to determine the prestressing steel and concrete properties that must be provided to ensure that the transfer length of a prestressed concrete railroad tie is shorter than the distance from the edge of the tie to the rail seat. In addition, a significant of amount of data has been collected that indicates high bonding stresses can produce longitudinal splitting cracks along the reinforcement. In a study of how prestressing steel and concrete properties relate to a ties propensity for longitudinal cracking, existing ties that have performed well in track for over 25 years without issues are being evaluated. One parameter of interest that affects the bonding stress is the amount of prestress force in a railroad tie, which is unknown for the existing ties being evaluated. The current paper focuses on a new method that was developed for determining the remaining prestress force in a tie. In a previous method for determining the prestress force, ties were first loaded in four-point bending to initiate flexural cracking. The crack opening displacement was measured in order to determine the applied load required to reopen the crack. Using this load and the cross-sectional parameters at the location of the crack, the prestress force in the tie can be calculated using static equilibrium. The issue with this method is that as a tie is being loaded and the crack propagates, there is a continuous change in the stiffness of the cross-section. This results in the load versus crack opening displacment curve being overly rounded. This increases the error when determining the load required to reopen the crack, and increases the uncertainty of the calculated prestress force. The new test method eliminates the problems associated with flexural testing by loading the ties longitudinally in tension. In the new proposed experimental method, ties that have been pre-cracked in the center are pulled in tension. Similar to the previous method, the crack opening displacement is measured while the tie is loaded. For the crack to fully open, the applied load must exceed the prestress force holding the crack closed. Prior to the crack opening, the applied load is resisted by the composite section of concrete and prestressing tendons. Once the crack as fully opened, the applied load is resisted by the prestessing tendons only. This creates two distinctly linear portions of the load versus crack opening displacement curve, one prior to the crack opening, and one after. The beginning of the linear portion post-crack opening marks a very clear upper bound for the amount of prestressing force in a tie. This method can estimate the remaining prestress force in a tie with much greater accuracy than the previous method, and eliminates the need of the cross-sectional parameters at the crack location. To verify this method, tests were first conducted on a smaller scale with prismatic beams with a known initial prestressing force. Then the method was applied to a full scale existing tie to determine the remaining prestress force. Results are presented for testing of both the prismatic beams, and the full scale tie.
机译:近年来,研究团队进行了广泛的研究,以确定必须提供的预应力钢和混凝土性能,以确保预应力混凝土铁路枕木的传递长度短于从枕木边缘到铁路的距离。座位。另外,已经收集了大量的数据,表明高的粘结应力会沿钢筋产生纵向裂痕。在一项关于预应力钢和混凝土性能如何与拉筋纵向裂缝倾向相关的研究中,对已经使用了25年以上且没有出现问题的拉筋的现有拉筋进行了评估。影响粘结应力的一个重要参数是铁路枕木中的预应力量,这对于正在评估的现有枕木是未知的。当前的论文集中在一种新的方法上,该方法用于确定领带中的剩余预应力。在用于确定预应力的先前方法中,首先以四点弯曲方式加载扎带,以启动弯曲裂纹。为了确定重新打开裂纹所需的施加载荷,测量了裂纹打开位移。使用该载荷和裂纹位置处的横截面参数,可以使用静态平衡来计算扎带中的预应力。这种方法的问题在于,随着系带的加载和裂纹的扩展,横截面的刚度会不断变化。这导致载荷与裂纹开口位移曲线过度圆滑。这增加了确定重新打开裂缝所需的载荷时的误差,并增加了所计算的预应力的不确定性。新的测试方法通过纵向拉紧扎带消除了与弯曲测试相关的问题。在新提出的实验方法中,预先在中心开裂的领带会被拉紧。与以前的方法类似,在扎带加载时测量裂缝的开度。为了使裂纹完全打开,施加的载荷必须超过保持裂纹闭合的预应力。在开裂之前,混凝土和预应力筋的复合截面可抵抗施加的载荷。裂纹完全打开后,施加的载荷仅受到弹性筋的抵抗。这将在载荷与裂缝开度位移曲线上创建两个明显的线性部分,一个在裂缝开裂之前,一个在裂缝开裂之后。裂纹开始后的线性部分的开始标志着扎带中预应力大小的非常清晰的上限。与以前的方法相比,该方法可以以更高的精度估算出扎带中的剩余预应力,并且消除了在裂纹位置处的横截面参数的需要。为了验证此方法,首先使用已知初始预应力的棱形梁在较小规模上进行测试。然后将该方法应用于现有的满刻度扎带以确定剩余的预应力。给出了用于测试棱形光束和满刻度扎带的结果。

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