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A Neural Network Approach to 3D Printed Surrogate Systems

机译:三维印刷代理系统的神经网络方法

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The geometry of a Stradivarius violin was recently replicated through additive manufacturing, but nevertheless failed to produce a tone of professional quality. Due to the material limits of additive manufacturing, it is clear that purely geometric replicas are unlikely to create violins of comparable sound. We propose a "surrogate" system approach, which tailors some combination of a structure's material and geometric properties to mimic the performance of a target system. Finite element (FE) methods can approximate the vibrational performance of a violin or similar structure with high precision, given its specific physical properties and geometry. Surrogate systems, however, require the solution of the inverse problem. This can be achieved through artificial neural networks (ANN), a powerful tool for non-linear function estimation. As a stepping-stone to the violin problem, we first developed a surrogate method for simple beam structures. A neural network was trained on 7500 randomized beams to predict a thickness profile for a set of desired mode shapes and frequencies. Numerical simulation shows surrogates with good performance (<8 % modal error, <18 % frequency error) for target structures with a similar degree of thickness variation to that used in training the neural network. Performance improves dramatically (<2 % modal error, <7 % frequency error) for slightly less complex target structures.
机译:最近通过添加剂制造复制了Stradivarius小提琴的几何形状,但是未能产生专业品质的基调。由于添加剂制造的材料限制,很明显,纯几何复制品不太可能创造可比声音的小提琴。我们提出了一种“代理”系统方法,该方法定制了结构的材料和几何特性的一些组合,以模仿目标系统的性能。有限元(FE)方法可以近似具有高精度的小提琴或类似结构的振动性能,鉴于其特定的物理性质和几何形状。然而,代理系统要求解决逆问题的解决方案。这可以通过人工神经网络(ANN)来实现,这是一种用于非线性函数估计的强大工具。作为小提琴问题的踏脚石,我们首先开发了一种用于简单梁结构的代理方法。在7500个随机光束上培训神经网络以预测一组所需模式形状和频率的厚度曲线。数值模拟显示具有与用于训练神经网络的厚度变化相似程度的目标结构的良好性能(<8%误差,<18%频率误差)的代理。性能显着提高(<2%的模态误差,<7%频率误差),用于略微不太较差的目标结构。

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