多材料增材制造的近似功能梯度材料

Yuen-Shan Leung, Huachao Mao, Yong Chen
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引用次数: 5

摘要

功能梯度材料(FGM)由于材料的连续转变而具有多种材料的优越性能。多材料增材制造(AM)工艺的最新进展使任意材料组成的创建成为可能,这大大提高了fgm的制造能力。同时,制造能力的提高也给fgm的设计带来了新的挑战。在多材料增材制造工艺的制造约束下,如何实现连续的材料分布是一个关键问题。使用体素来近似梯度材料分布可能是增材制造的一种可行方法。然而,目前的FGM设计方法不面向增材制造,且不可预测。例如,一些设计需要大量的材料来实现连续的过渡;然而,在多材料AM机器中可用的材料选择相当有限。其他设计控制两种材料的体积分数,以实现逐渐过渡;然而,这种转换不能在功能上得到保证。为了解决这些问题,我们提出了一种女性生殖器切割的设计和制造框架,可以有效地生成可打印和可预测的女性生殖器切割结构。我们采用数据驱动的方法来近似使用两种基材的FGM的行为。将不同组合的基材构建数字材料库,并通过有限元分析提取其力学性能。然后将力学性能用于FGM和双材料结构之间的转换过程,以保证相似的性能。为了使逼近误差最小化,进一步提出了误差扩散算法。四个测试用例的仿真结果表明,该方法鲁棒性好、精度高,能够成功地设计和制造此类FGM结构。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Approximate Functionally Graded Materials for Multi-Material Additive Manufacturing
Functionally graded materials (FGM) possess superior properties of multiple materials due to the continuous transitions of these materials. Recent progresses in multi-material additive manufacturing (AM) processes enable the creation of arbitrary material composition, which significantly enlarges the manufacturing capability of FGMs. At the same time, the fabrication capability also introduces new challenges for the design of FGMs. A critical issue is to create the continuous material distribution under the fabrication constraints of multi-material AM processes. Using voxels to approximate gradient material distribution could be one plausible way for additive manufacturing. However, current FGM design methods are non-additive-manufacturing-oriented and unpredictable. For instance, some designs require a vast number of materials to achieve continuous transitions; however, the material choices that are available in a multi-material AM machine are rather limited. Other designs control the volume fraction of two materials to achieve gradual transition; however, such transition cannot be functionally guaranteed. To address these issues, we present a design and fabrication framework for FGMs that can efficiently and effectively generate printable and predictable FGM structures. We adopt a data-driven approach to approximate the behavior of FGM using two base materials. A digital material library is constructed with different combinations of the base materials, and their mechanical properties are extracted by Finite Element Analysis (FEA). The mechanical properties are then used for the conversion process between the FGM and the dual material structure such that similar behavior is guaranteed. An error diffusion algorithm is further developed to minimize the approximation error. Simulation results on four test cases show that our approach is robust and accurate, and the framework can successfully design and fabricate such FGM structures.
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