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Ability of multiaxial fatigue criteria accounting for stress gradient effect for surface defective material

机译:考虑表面缺陷材料应力梯度效应的多轴疲劳准则的能力

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New high strength steels are widely used nowadays in many industrial areas as in automotive industry. These steels are more resistant and provide higher fatigue limits than latter ones but they are also more sensible to small defects. Natural defects that outcome from metallurgy (as shrinkage, inclusion, void) are not considered in this study. We focus on small manufacturing defects such as cutting edge defects generated by punching or other surface defects due to stamping. These defects are harmful on the material fatigue behaviour due to high stress concentration at defects root. They also generate stress gradient that is beneficial from the fatigue strength point of view. This study focusses on the stress gradient (it does not account for the size effect) from cylindrical defect on specimen edge. Practically a normal stress gradient is added in multiaxial fatigue criteria formulation. Both critical plane approach and integral approach are involved in the present study. This gradient is calculated from stress states at defects root by using FEM. Criteria fatigue function at N cycles is used to assess the material fatigue strength. Obviously multiaxial fatigue criteria accounting for stress gradient give more precise fatigue functions than criteria that do not consider the gradient influence.
机译:如今,新型高强度钢已广泛用于汽车工业等许多工业领域。与后一种相比,这些钢具有更高的抵抗力和更高的疲劳极限,但对小缺陷也更敏感。在这项研究中没有考虑由冶金产生的自然缺陷(如收缩,夹杂,空洞)。我们专注于较小的制造缺陷,例如冲孔产生的刀刃缺陷或冲压产生的其他表面缺陷。这些缺陷由于缺陷根部上的高应力集中而对材料的疲劳行为有害。从疲劳强度的角度来看,它们还会产生有利的应力梯度。这项研究的重点是试样边缘上的圆柱形缺陷引起的应力梯度(不考虑尺寸效应)。实际上,在多轴疲劳标准公式中增加了法向应力梯度。关键平面方法和积分方法都参与了本研究。该梯度是使用FEM根据缺陷根部的应力状态计算得出的。 N个循环的标准疲劳函数用于评估材料的疲劳强度。显然,考虑到应力梯度的多轴疲劳准则比不考虑梯度影响的准则具有更精确的疲劳函数。

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