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Inner-product of strain rate vector through direction cosine in coordinates for disk forging

机译:圆盘锻造中通过方向余弦的应变率矢量的内积

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A new linear integration for plastic power was proposed. The effective strain rate for disk forging with bulge was expressed in terms of two-dimensional strain rate vector, and then its direction cosines were determined by the ratio of coordinate increments. Furthermore, inner-product of the vector for plastic power was term integrated by term and summed. Thereafter, through a formula for determination of bulge an analytical solution of stress effective factor was obtained. Finally, through compression tests, the calculated results of above formula were compared with those of Avitzur's approximate solution and total indicator readings of the testing machine. It is indicated that the calculated compression forces are basically in agreement with the measured ones if the pass reduction is less than 13.35%.However, when the reduction gets up to 25.34% and 33.12%, the corresponding errors between the calculated and measured results also get up to 6% and 13.5%, respectively.
机译:提出了一种用于塑性能的新型线性积分。用二维应变率矢量表示凸出盘锻件的有效应变率,然后通过坐标增量的比值确定其方向余弦。此外,将用于塑性能的向量的内积逐项进行项积分和求和。此后,通过用于确定凸起的公式,获得了应力有效因子的解析解。最后,通过压缩测试,将上述公式的计算结果与Avitzur的近似解和测试机的总指标读数进行比较。结果表明,如果合格率降低小于13.35%,则计算出的压缩力基本与实测值一致,但是当合格率降低到25.34%和33.12%时,计算结果和实测结果之间也存在相应的误差。分别达到6%和13.5%。

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