A new machine learning for AM (ML4AM) project, "NSF CMMI-1901514: Shape Deviation Generator and Learner- An Engineering-Informed Convolution Modeling andLearning Framework for Additive Manufacturing Accuracy Control", has been funded by US National Science Foundation. (PI: Huang, $350K,
08/2019∼ 07/2022). The grant abstract is given below.
Although
additive manufacturing (AM), known as 3D Printing, holds great promise as a
direct manufacturing technology, significant deviations from the desired part
shape often occur in the printed parts.
As a result, shape distortion control is a critical issue for AM built
products. With advances in computing and increased accessibility of AM product
data, machine learning for AM has become a viable strategy for enhancing 3D
printing performance. However, meaningful learning of engineering data requires
effective integration of domain knowledge, making general-purpose machine
learning methods difficult to apply. As a result, there is a critical need for
an engineering-informed, data-analytical, machine learning framework for shape
distortion control. Such a tool is
essential to improving AM quality and reducing cost and waste.
The
project will establish an engineering-informed convolution modeling and
learning methodological framework for AM distortion control. A Shape Deviation
Generator and Learner for shape accuracy control will be researched by: (1)
modeling 3D shape deviation generation by establishing a new convolution
formulation for layer-by-layer fabrication processes, (2) transferring the 3D
shape deviation model from a small set of training shapes to a wider variety of
shapes by exploring and learning shape similarity under a cookie-cutter
modeling framework, (3) transferring the shape deviation model between AM
processes by exploring and learning process similarity through an effect
equivalence framework, and (4) validating modeling and transfer learning
methodologies in both polymer and metal AM processes. Methodologies and tools
will be developed to mitigate both shape and process complexities towards the
goal of building AM products with high geometric fidelity: from single shape to
multiple shapes, and from single process to multiple AM processes.
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