Vibration Analysis of a Mistuned Axial Turbine Blisk

B. Beirow, A. Kühhorn, F. Figaschewsky, Alfons Bornhorn
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引用次数: 3

Abstract

An axial turbine blisk for turbocharger applications is analyzed with respect to the effect of intentional mistuning on the forced response. Originally, the intentional mistuning pattern has been designed by employing a genetic algorithm optimization in order to reduce the forced response caused by low engine order excitation (LEO) of the fundamental flap mode. The solution found has been implemented in a prototype of that blisk. For the purpose of comparison, a second reference blisk has been manufactured without intentional mistuning. The actual mistuning distributions of the blisks have been identified by employing blade-by-blade impact testing. Alternatively, a new inverse approach has been employed, which is based on a least squares formulation and benefits from less experimental effort. Based on the information gained by the aforementioned testing procedures, subset of nominal systems (SNM)-models have been updated, which allow for considering the aeroelastic coupling by means of aerodynamic influence coefficients (AIC). Despite of small but unavoidable deviations from the design intention it could be proved within numerical simulations that the intended 70 per cent reduction of the maximum forced response is nevertheless achieved. In addition, the paper is addressing the effect of the aforementioned intentional mistuning pattern on a higher mode, which is relevant for the durability as well. Hence, new SNM-models have to be updated in order to calculate the forced response due to EO-excitation caused by the nozzle guide vane. Although the original mistuning pattern has been optimized solely for reducing the forced response of the fundamental flap mode, it hardly affects the higher mode forced response in a negative manner.
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轴向涡轮叶片失谐振动分析
分析了一种用于涡轮增压器的轴向涡轮叶片故意失谐对其强迫响应的影响。最初,为了减小基本襟翼模式低阶激励(LEO)引起的强迫响应,采用遗传算法优化设计了故意失谐模式。找到的解决方案已经在那个磁盘的原型中实现了。为了比较的目的,第二个参考圆盘已被制造,没有故意混淆。通过采用叶片对叶片的冲击试验,确定了叶片的实际失谐分布。或者,采用了一种新的逆方法,该方法基于最小二乘公式,并且从较少的实验努力中获益。基于上述测试过程获得的信息,更新了标称系统(SNM)模型子集,允许通过气动影响系数(AIC)考虑气动弹性耦合。尽管与设计意图有微小但不可避免的偏差,但在数值模拟中可以证明,最大强迫响应的预期减少了70%。此外,本文还讨论了上述故意误调模式对更高模式的影响,这也与耐久性有关。因此,为了计算由喷嘴导叶引起的eo激励引起的强迫响应,必须更新新的snm模型。虽然对原失谐模式进行了优化,只是为了减小基振型的强迫响应,但对高振型的强迫响应几乎没有负面影响。
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