GPR-BO를 이용한 테슬라 밸브형 제어밸브 트림 유로의 형상 최적화

Shape Optimization of a Tesla Valve-Type Control Valve Trim Flow Path Using Gaussian-Process-Regression-Based Bayesian Optimization
  • 박희수
  • 김상열

초록

This study presents a shape optimization framework for a Tesla valve-type trim to improve cavitation suppression while satisfying target flow coefficient (Cv) requirements. A surrogate-model-based optimization loop was developed by integrating Computational Fluid Dynamics (CFD), Gaussian Process Regression (GPR), and Bayesian Optimization (BO). To impose the Cv constraint, a constrained Expected Improvement (cEI) acquisition function was formulated by combining Expected Improvement (EI) with the Probability of Feasibility (PoF). Kernel comparison showed that Sum1 was the most suitable kernel for the Cv GPR model, with the lowest mean error (0.88%) and the highest number of feasible points (23/25), whereas Sum2 was selected for the Ci GPR model by jointly considering its mean error (2.16%) and the minimum Ci obtained during optimization (1.113). In the 25-iteration GPR-BO process, the minimum Ci was obtained at iteration 11, with Cv = 0.0521 and Ci = 1.113. Flow-field analysis of the optimized geometry showed that the expansion ratios (Rd,m and Rd,s) and converging angle ( conv) were selected to reduce local velocity increase while maintaining pressure drop. These results suggest that the proposed framework is effective for constrained shape optimization of Tesla valve-type control valve trims and for identifying design characteristics related to cavitation suppression in reverse flow.

키워드

Tesla valve(테슬라 밸브)Control valve trim(제어밸브 트림)Gaussian process regression(가우시안 프로세스 회귀)Bayesian optimization(베이지안 최적화)Shape optimization(형상 최적화)Hydraulic resistance(수력학적 저항)
제목
GPR-BO를 이용한 테슬라 밸브형 제어밸브 트림 유로의 형상 최적화
제목 (타언어)
Shape Optimization of a Tesla Valve-Type Control Valve Trim Flow Path Using Gaussian-Process-Regression-Based Bayesian Optimization
저자
박희수김상열
DOI
10.5293/kfma.2026.29.4.052
발행일
2026-08
유형
Y
저널명
한국유체기계학회 논문집
29
4
페이지
52 ~ 59