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DEFORMATION VERSUS MODIFIED J-INTEGRAL RESISTANCE CURVES FOR DUCTILE MATERIALS

机译:塑性材料的变形与修正的J积分电阻曲线

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The J-integral resistance curve (or J-R curve) has been widely used as material property in fracture mechanics methods for structural integrity assessment. ASTM E1820 provides the standard fracture toughness test methods to measure J_(Ic) and J-R curves. The conventional J-R curve utilizes the J-integral parameter proposed by Rice [1] based on the deformation theory of plasticity. Due to crack-tip constraint effect, J-R curves of a material depend on specimen size, geometry type and crack length. In order to obtain size-independent resistance curves, Ernst [11] introduced a modified J-integral or J_m to minimize the size dependence and to characterize the resistance curve for large crack extensions beyond the limitation of deformation J-R curves. In the late 1980s and in the early 1990s, different experimental results showed the modified J_m-R curves were still size-dependent and may even behave worse than the deformation J-R curves. However, to date, the J_m-R curves are still regarded as "size-independent" in fracture mechanics analysis. To clarify this, the present paper gives a brief historical review of ductile resistance curves in terms of deformation J-integral and the modified J_m-integral, and evaluates the size dependence using experimental results for various steels and specimens, including A285 carbon steel and SENB specimens. A suggestion how to use the resistance curves is made accordingly.
机译:J积分电阻曲线(或J-R曲线)已广泛用作断裂力学方法中的材料属性,以进行结构完整性评估。 ASTM E1820提供了用于测量J_(Ic)和J-R曲线的标准断裂韧性测试方法。常规的J-R曲线利用Rice [1]根据可塑性变形理论提出的J积分参数。由于裂纹尖端的约束作用,材料的J-R曲线取决于试样尺寸,几何类型和裂纹长度。为了获得与尺寸无关的阻力曲线,Ernst [11]引入了一种改进的J积分或J_m,以最大程度地减小尺寸依赖性,并描述超出变形J-R曲线限制的大裂纹扩展的阻力曲线。在1980年代后期和1990年代初期,不同的实验结果表明,修改后的J_m-R曲线仍与尺寸有关,甚至表现得比变形J-R曲线差。但是,迄今为止,在断裂力学分析中,J_m-R曲线仍被视为“尺寸无关”。为了澄清这一点,本文简要介绍了有关变形J积分和改进的J_m积分的延性阻力曲线的历史回顾,并使用包括A285碳钢和SENB在内的各种钢和试样的实验结果评估了尺寸依赖性。标本。因此提出了如何使用电阻曲线的建议。

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