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Anisotropic Characterization of Crack Growth in the Tertiary Flow of Asphalt Mixtures in Compression

机译:压缩状态下沥青混合料第三流裂纹扩展的各向异性特征

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Asphalt mixtures exhibit primary, secondary, and tertiary stages in sequence during a rutting deterioration. Many field asphalt pavements are still in service even when the asphalt layer is in the tertiary stage, and rehabilitation is not performed until a significant amount of rutting accompanied by numerous macrocracks is observed. The objective of this study was to provide a mechanistic method to model the anisotropic cracking of the asphalt mixtures in compression during the tertiary stage of rutting. Laboratory tests including nondestructive and destructive tests were performed to obtain the viscoelastic and viscofracture properties of the asphalt mixtures. Each of the measured axial and radial total strains in the destructive tests were decomposed into elastic, plastic, viscoelastic, viscoplastic, and viscofracture strains using the pseudostrain method in an extended elastic-viscoelastic correspondence principle. The viscofracture strains are caused by the crack growth, which is primarily signaled by the increase of phase angle in the tertiary flow. The viscofracture properties are characterized using the anisotropic damage densities (i.e., the ratio of the lost area caused by cracks to the original total area in orthogonal directions). Using the decomposed axial and radial viscofracture strains, the axial and radial damage densities were determined by using a dissipated pseudostrain energy balance principle and a geometric analysis of the cracks, respectively. Anisotropic pseudo J-integral Paris' laws in terms of damage densities were used to characterize the evolution of the cracks in compression. The material constants in the Paris' law are determined and found to be highly correlated. These tests, analysis, and modeling were performed on different asphalt mixtures with two binders, two air void contents, and three aging periods. Consistent results were obtained; for instance, a stiffer asphalt mixture is demonstrated to have a higher modulus, a lower phase angle, a greater flow number, and a larger n1 value (exponent of Paris' law). The calculation of the orientation of cracks demonstrates that the asphalt mixture with 4% air voids has a brittle fracture and a splitting crack mode, whereas the asphalt mixture with 7% air voids tends to have a ductile fracture and a diagonal sliding crack mode. Cracks of the asphalt mixtures in compression are inclined to propagate along the direction of the external compressive load
机译:在车辙恶化期间,沥青混合物依次表现出一级,二级和三级。即使沥青层处于第三阶段,许多田间沥青路面仍在使用中,并且只有在观察到大量车辙并伴有大量宏观裂纹的情况下,才进行修复。这项研究的目的是提供一种机制方法,以模拟车辙第三阶段压缩过程中沥青混合料的各向异性开裂。进行包括非破坏性和破坏性测试在内的实验室测试,以获得沥青混合物的粘弹性和粘裂特性。在扩展的弹性-粘弹性对应原理中,使用拟应变方法将破坏性测试中测得的每个轴向和径向总应变分解为弹性,塑性,粘弹性,粘塑性和粘裂断裂应变。粘性断裂应变是由裂纹扩展引起的,裂纹扩展主要由三次流中相角的增加来表示。使用各向异性损伤密度(即,由裂纹引起的损失面积与正交方向上的原始总面积之比)来表征粘断裂特性。利用分解后的轴向和径向黏性断裂应变,分别通过耗散拟应变能平衡原理和裂纹的几何分析确定轴向和径向损伤密度。使用损伤密度方面的各向异性伪J积分巴黎定律来表征压缩裂纹的演化。确定并确定巴黎定律中的物质常数高度相关。这些测试,分析和建模是在具有两种粘合剂,两种气隙含量和三个老化期的不同沥青混合料上进行的。获得了一致的结果;例如,一种较硬的沥青混合物被证明具有更高的模量,更低的相角,更大的流量和更大的n1值(巴黎定律的指数)。裂纹取向的计算表明,具有4%气孔的沥青混合料具有脆性断裂和开裂模式,而具有7%气孔的沥青混合料往往具有延性断裂和对角滑动裂纹模式。压缩状态下的沥青混合物的裂缝倾向于沿外部压缩载荷的方向传播

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