期刊
ENGINEERING WITH COMPUTERS
卷 39, 期 4, 页码 2869-2887出版社
SPRINGER
DOI: 10.1007/s00366-022-01672-z
关键词
Multi-fidelity; Reduced-order model; Proper orthogonal decomposition; Kriging; GPU; Microfluidic concentration gradient generator
This paper introduces a multi-fidelity reduced-order model (MFROM) and a global optimization method for the simulation and design of microfluidic concentration gradient generators (mu CGGs). The method divides the process into two stages and uses proper orthogonal decomposition and a kriging model to bridge the fidelity gap. The results show that the MFROM-based optimization produces accurate designs with a significantly reduced computation time.
This paper presents a multi-fidelity reduced-order model (MFROM) and global optimization method for rapid and accurate simulation and design of microfluidic concentration gradient generators (mu CGGs). It divides the entire process into two stages: the offline ROM construction and the online ROM-based design optimization. In the offline stage, proper orthogonal decomposition is used to obtain the low-dimensional representation of the high-fidelity CFD data and the low-fidelity physics-based component model (PBCM) data, and a kriging model is developed to bridge the fidelity gap between PBCM and CFD in the modal subspace, yielding compact MFROM applicable within broad trade space. The GPU-enabled genetic algorithm is utilized to optimize mu CGG design parameters through massively parallelized evaluation of the fast-running MFROM. The numerical results show that MFROM is a feasible and accurate multi-fidelity modeling approach to replace costly CFD simulation for rapid global optimization (up to 11 s/optimization). The design parameters obtained by MFROM-based optimization produce CGs that match the prescribed ones very well with an average error < 6%.
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