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Waveform, Load Ratio and Frequency Effects on Fatigue Crack Propagation Rate of FRP-Wood Bonded Interfaces

机译:波形,负荷比和频率效应FRP木粘合界面的疲劳裂纹传播速率

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In this paper, we investigate the waveform, frequency and load ratio effects on fatigue crack propagation rate of interface bond of red maple wood bonded to phenolic FRP composite. Three groups of tests are conducted: (1) for three waveforms of sinusoidal, triangular and square shapes at a constant frequency of 1 Hz and load ratio of 0.5; (2) for three frequencies of 0.1, 1.0 and 10 Hz at a constant load ratio of 0.5 and sinusoidal waveform; and (3) for three load ratios of 0.1, 0.3 and 0.5 at constant frequency of 1 Hz and sinusoidal waveform. Also included in this study is the effect of load ratio on threshold strain energy release rate range. A Contoured Double Cantilever Beam (CDCB) specimen, for which the fracture toughness is independent of the crack length for a certain range of crack extension, is used for opening mode fatigue tests under constant cyclic loading. The crack growth rate is established by means of the compliance method. The different waveforms considered are found to have negligible effect on crack propagation rate of bonded interface. However, both load ratio and frequency are shown to have significant effect on crack propagation rate of the FRP-wood bonded interfaces. The load ratio R, frequency f, and several strain energy release rate, G, parameters, including G{sub}(min), G{sub}(mean) and G, are used to explain loading variable effects; the mean value of strain energy release rate is the best parameter to fit the experimental data for phenolic FRP-red maple wood bonded interface. A modified Paris Law equation including load ratio and frequency effects is proposed in this study.
机译:在本文中,我们研究了红枫木粘合到酚类FRP复合材料的红槭木材界面粘合疲劳裂纹传播速率的波形,频率和负荷效应。进行三组测试:(1)对于正弦,三角形和方形的三个波形,恒定频率为1 Hz,负载比为0.5; (2)在恒定载荷比为0.5和正弦波形的三个频率为0.1,1.0和10 Hz; (3)在恒定频率为1Hz和正弦波变形的恒定频率下为0.1,0.3和0.5的三个负载比。本研究还包括在阈值应变能量释放率范围内的载荷比的影响。一种轮廓双悬臂梁(CDCB)样本,断裂韧性与某种范围的裂缝延伸范围的裂缝长度无关,用于在恒定的环状载荷下打开模式疲劳试验。通过合规方法建立裂缝增长率。发现所考虑的不同波形对粘合界面的裂纹传播速率具有可忽略的影响。然而,引起负载比和频率都显示对FRP木键合界面的裂纹传播速率具有显着影响。负载比R,频率f和几个应变能量释放率,g,参数,包括g {sub}(min),g {sub}(均值)和g,用于解释加载变量效果;应变能释放速率的平均值是适合酚醛玻璃红枫木粘合界面的实验数据的最佳参数。在本研究中提出了一种改进的巴黎法律方程,包括负荷比和频率效应。

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