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Determination of flow curves by means of a compression test under sticking friction conditions using an iterative finite-element procedure

机译:使用迭代有限元方法在粘着摩擦条件下通过压缩试验确定流量曲线

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A common method for the determination of flow curves is the application of a compression test.Using this method, friction in the interface between the die and the specimen leads to a bulging of thesample and thereby to an inhomogeneous stress and strain state. The calculation of the flow stressfrom experimentally determined force-displacement curves implies a uniaxial stress state, but this willproduce an error because of the above-mentioned bulging, when friction occurs. One method ofavoiding these sources of error is to minimize friction, e.g. by the use of lubricants together withuseful geometries of the samples. Another strategy, described in this paper, applies sticking frictionconditions during the testing, the calculation of the flow curve being done by the use of an iterativeprocedure, applying a corrective function. This corrective function can be calculated by a finiteelement (FE) analysis of the upsetting test. It will be shown that the first iteration gives adequateresults, that the corrective function itself depends on the shape of the specimen and that thecorrective function is not dependent on the hardening behaviour of the material, which means that ifone sample geometry is used, the corrective function itself need not be calculated for every test.
机译:确定流动曲线的常用方法是压缩试验,使用这种方法时,模具和样品之间的界面摩擦会导致样品膨胀,从而导致应力和应变状态不均匀。由实验确定的力-位移曲线计算流动应力意味着单轴应力状态,但是由于上述凸起,当发生摩擦时,这将产生误差。避免这些误差源的一种方法是使摩擦最小化,例如使摩擦最小。通过使用润滑剂以及有用的样品几何形状。本文所述的另一种策略是在测试过程中施加粘着摩擦条件,通过使用迭代过程并应用校正函数来完成流量曲线的计算。可以通过the锻测试的有限元(FE)分析来计算此校正函数。结果表明,第一次迭代可以得出足够的结果,校正函数本身取决于试样的形状,并且校正函数不取决于材料的硬化行为,这意味着如果使用了一个样品几何形状,则校正函数本身不必为每次测试都计算。

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