본문 바로가기
KERD
논문KCI 등재

Hybrid vibro-acoustic model reduction for model updating in nuclear power plant pipeline with undetermined boundary conditions

2

조회

0

다운로드

0

인용

0

참고문헌

키워드

주제분류원자력공학

초록

In this work, the hybrid vibro-acoustic model reduction technique that is a physical-modal combined formulation is proposed to accelerate the finite element model updating process of the vibro-acoustic pipeline system. Particularly, the new formulation could provide an effective way of the model updating by preserving the physical DOFs for the direct calibration of the undetermined boundary conditions. The sensitivity based vibroacoustic model updating is first conducted, and then the undetermined spring constant at the displacement boundary condition is then directly and effectively calibrated by using the proposed hybrid model reduction formulation. The proposed method is implemented in the real nuclear facility to evaluate its performance. In addition, an experimental implementation test using the inverse force identification process is also conducted to demonstrate the reliability of the generated vibro-acoustic FE model through the proposed method.

Abstract

In this work, the hybrid vibro-acoustic model reduction technique that is a physical-modal combined formulation is proposed to accelerate the finite element model updating process of the vibro-acoustic pipeline system. Particularly, the new formulation could provide an effective way of the model updating by preserving the physical DOFs for the direct calibration of the undetermined boundary conditions. The sensitivity based vibroacoustic model updating is first conducted, and then the undetermined spring constant at the displacement boundary condition is then directly and effectively calibrated by using the proposed hybrid model reduction formulation. The proposed method is implemented in the real nuclear facility to evaluate its performance. In addition, an experimental implementation test using the inverse force identification process is also conducted to demonstrate the reliability of the generated vibro-acoustic FE model through the proposed method.

참고문헌 (38)

  1. X. Zhao, "Prognostics and health management in nuclear power plants : an updated method-centric review with special focus on data-driven methods", Front. Energy Res, 9, pp.696785~ (2021)
  2. R. M. Ayo-Imoru, "A survey of the state of condition-based maintenance(CBM)in the nuclear power industry", Ann. Nucl. Energy, 112, pp.177~188 (2018)
  3. A. Oluwasegun, "The application of machine learning for the prognostics and health management of control element drive system", Nucl. Eng. Technol, 52(10), pp.2262~2273 (2020)
  4. V. Agarwal, "Prognostic and health management of active assets in nuclear power plants", Int. J. Prognostics Health Manag, 6 (2015)
  5. W. Kritzinger, "Digital Twin in manufacturing : a categorical literature review and classification", IFACPapersOnLine, 51(11), pp.1016~1022 (2018)
  6. R. Minerva, "Digital twin in the IoT context: a survey on technical features, scenarios, and architectural models", Proc. IEEE, 108(10), pp.1785~1824 (2020)
  7. H. Gong, "Data-enabled physics-informed machine learning for reduced-order modeling digital twin : application to nuclear reactor physics", Nucl. Sci. Eng, 196(6), pp.668~693 (2022)
  8. S. Oh, "Development of vibro-acoustic virtual sensing system for pipeline structure", Transactions of the KSME A, 45(No. 9), pp.805~815 (2021)
  9. R. Ohayon, "Advanced Computational Vibroacoustics: Reduced-Order Models and Uncertainty Quantification" (2014), Cambridge University Press
  10. R. W. Cottle, "Manifestations of the Schur complement", Lin. Algebra Appl, 8(3), pp.189~211 (1974)
  11. R. R. Craig, "Coupling of substructures for dynamic analyses", AIAA J, 6(7), pp.1313~1319 (1968)
  12. R. J. Guyan, "Reduction of stiffness and mass matrices", AIAA J, 3(2), pp.380~ (1965)
  13. J. G. Kim, "An enhanced AMLS method and its performance", Comput. Methods Appl. Mech. Eng, 287, pp.90~111 (2015)
  14. J. G. Kim, "An enhanced craig–bampton method", Int. J. Numer. Methods Eng, 103(2), pp.79~93 (2015)
  15. J. G. Kim, "A general model reduction with primal assembly in structural dynamics", Comput. Methods Appl. Mech. Eng, 324, pp.1~28 (2017)
  16. P. Davidsson, "A reduction method for structure-acoustic and poroelastic-acoustic problems using interface-dependent Lanczos vectors", Comput. Methods Appl. Mech. Eng, 195(17–18), pp.1933~1945 (2006)
  17. J. Herrmann, "Substructuring including interface reduction for the efficient vibro-acoustic simulation of fluid-filled piping systems", Mech. Syst. Signal Process, 24(1), pp.153~163 (2010)
  18. M. Tournour, "Pseudostatic corrections for the forced vibroacoustic response of a structure-cavity system", J. Acoust. Soc. Am, 107(5), pp.2379~2386 (2000)
  19. B. Ben Smida, "Investigations for a model reduction technique of fluid-structure coupled systems", Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 226, pp.42~54 (2012)
  20. M. Maess, "Substructuring and model reduction of pipe components interacting with acoustic fluids", Mech. Syst. Signal Process, 20(1), pp.45~64 (2006)
  21. Y. Choi, "Seismic analysis of the APR 1400 reac-tor vessel internals using the model reduction method", J. Nucl. Sci. Technol, 53(11), pp.1701~1714 (2016)
  22. Y. Choi, "Model reduction methods for cylindri-cal structures in reactor internals considering the fluid–structure interaction", J. Nucl. Sci. Technol, 53(2), pp.204~222 (2016)
  23. P. Persson, "Predicting vibroacoustic performance of thinwalled lightweight structures during conceptual design", Finite Elem. Anal. Des, 169, pp.103342~ (2020)
  24. S. M. Kim, "A strongly coupled model reduction of vibro-acoustic interaction", Comput. Methods Appl. Mech. Eng, 347, pp.495~516 (2019)
  25. S. M. Kim, "Multiphysics model reduction of symmetric vibroacoustic formulation with a priori error estimation criteria", Int. J. Numer. Methods Eng, 121(23), pp.5381~5404 (2020)
  26. K. H. Lee, "Multiphysics mode synthesis of fluid–structure interaction with free surface", Eng. Comput, pp.1~16 (2022)
  27. R. L. Fox, "Rates of change of eigenvalues and eigenvectors", AIAA J, 6(12), pp.2426~2429 (1968)
  28. Z. D. Ma, "Sensitivity analysis methods for coupled acoustic-structural systems part I : modal sensitivities", AIAA J, 29(11), pp.1787~1795 (1991)
  29. S. Oh, "Implicit inverse force identification method for vibroacoustic finite element model", J. Sound Vib, pp.117713~ (2023)
  30. S. Oh, "A real-time unmeasured dynamic response prediction for nuclear facility pressure pipeline system", Nucl. Eng. Technol (2023)
  31. S. Oh, "Real-time response estimation of structural vibration with inverse force identification", Struct. Control Health Monit, pp.2691476~ (2023)
  32. N. M. Newmark, "A method of computation for structural dynamics", J. Eng. Mech. Div, 85(3), pp.67~94 (1959)
  33. A. N. Tikhonov, "Numerical Methods for the Solution of Ill-Posed Problems, vol. 328" (1995), Springer Science & Business Media
  34. A. N. Tikhonov, "On the solution of ill-posed problems and the method of regularization", Dokl. Akad. Nauk SSSR, 151(3), pp.501~504 (1963)
  35. R. R. Craig Jr., "Fundamentals of Structural Dynamics" (2006), John Wiley &Sons
  36. T. Chai, "Root mean square error(RMSE)or mean absolute error(MAE)", Geosci. Model Dev. Discuss. (GMDD), 7(1), pp.1525~1534 (2014)
  37. T. Chai, "Root mean square error(RMSE)or mean absolute error(MAE)?–Arguments against avoiding RMSE in the literature", Geosci. Model Dev. (GMD), 7(3), pp.1247~1250 (2014)
  38. J. J. Dragovich, "FDE index for goodness-of-fit between measured and calculated response signals", Earthq. Eng. Struct. Dynam, pp.1751~1758 (2009)

관련 논문AI추천

이 간행물의 다른 논문 (49건)