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首页> 外文期刊>Theoretical and Applied Fracture Mechanics >Fatigue-crack growth in two aluminum alloys and crack-closure analyses under constant-amplitude and spectrum loading
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Fatigue-crack growth in two aluminum alloys and crack-closure analyses under constant-amplitude and spectrum loading

机译:在恒定幅度和光谱载荷下,两个铝合金的疲劳裂纹增长和裂缝闭合分析

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Fatigue-crack-growth tests were conducted on compact, C(T), and middle-crack tension, M(T), specimens made of 7075-T6 and 7249-T76511 aluminum alloys. The 7075 tests were conducted on thin-sheet (2-mm thick) material; whereas, the 7249 tests were conducted on three thicknesses (2, 3.2 and 6.35-mm). The thin-sheet 7075 alloy did not have residual stresses, but the 7249 alloy (B = 2 mm) had low-level ( < 10 MPa) residual stresses from measurements. However, the other two 7249 alloy thicknesses were residual-stress free based on measurements. These tests were conducted to generate fatigue-crack-growth-rate data from threshold to near fracture at two load ratios (R = 0.1 and 0.7). Two methods were used to generate near threshold data on C(T) specimens: (1) compression pre-cracking constant-amplitude (CPCA) and (2) compression pre-cracking load-reduction (CPLR). Constant-amplitude tests were conducted on the M(T) specimens at the same two load ratios. Crack-closure measurements using a compliance method were made on some of the low R tests and a crack-closure model were used to develop an effective stress-intensity factor range against rate relation using a constant constraint factor (alpha = 1.85). The constraint factor accounts for three-dimensional stress-state effects on plastic yielding at crack tips and crack-closure behavior.
机译:疲劳 - 裂纹 - 生长试验是在紧凑的,C(t)和中裂张力,M(t),由7075-T6和7249-T76511铝合金制成的标本上进行的。 7075试验在薄板(厚)材料上进行;虽然,7249试验在三厚度(2,3.2和6.35毫米)上进行。薄片7075合金没有残余应力,但7249合金(B = 2mm)具有从测量的低水平(<10MPa)残余应力。然而,另外两个7249合金厚度基于测量值是无残余的胁迫。进行这些试验以在两个载荷比(R = 0.1和0.7)下产生从阈值到接近骨折的疲劳 - 裂纹生长速率数据。使用两种方法在C(T)样本上产生接近阈值数据:(1)压缩前裂解恒定幅度(CPCA)和(2)压缩前裂解载荷减少(CPLR)。在相同的两个负载比的M(T)样本上对恒定幅度试验进行。使用合规方法的裂缝闭合测量在一些低R测试中进行,并且使用裂缝封闭模型来使用恒定约束因子(alpha = 1.85)来对速率关系进行有效应力强度因子范围。约束因子占裂缝尖端塑料屈服的三维应力 - 态效应及裂缝闭合行为。

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