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다중 파라메트릭 변환곡선 기반 선수 선형 변환기법 연구

Study on Hull Form Variation of Fore Body Based on Multiple Parametric Modification Curves

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참고문헌

키워드

주제분류조선공학

초록

In this paper, we propose a systematic hull form variation technique which automatically satisfies the displacement constraint and guarantees a high level of fairness. This method is possible through multiple parameter correction curves. The present method is to improve the hull form variation method based on parametric modification function and consists of two sub-categories: SAC variation and section lines modification. For SAC variation, the utilization of two B-Spline curves satisfying GC1 condition led to the satisfaction of displacement constraint and high level of fairness at the same time. Section lines modification methods involves in using two fuctions: the first is the waterplane modification function combining two cubic splines. the other function is the sectional area modification function consisting of 2nd order polynomial over the DLWL(Design Load Waterline) and 3rd order polynomial below the DLWL, This function enables not only the fundamental U-V section shape variation but also systematically modified section lines. The present method is expected to be more useful in the hull form optimization process using CFD compared to the existing method.

Abstract

In this paper, we propose a systematic hull form variation technique which automatically satisfies the displacement constraint and guarantees a high level of fairness. This method is possible through multiple parameter correction curves. The present method is to improve the hull form variation method based on parametric modification function and consists of two sub-categories: SAC variation and section lines modification. For SAC variation, the utilization of two B-Spline curves satisfying GC1 condition led to the satisfaction of displacement constraint and high level of fairness at the same time. Section lines modification methods involves in using two fuctions: the first is the waterplane modification function combining two cubic splines. the other function is the sectional area modification function consisting of 2nd order polynomial over the DLWL(Design Load Waterline) and 3rd order polynomial below the DLWL, This function enables not only the fundamental U-V section shape variation but also systematically modified section lines. The present method is expected to be more useful in the hull form optimization process using CFD compared to the existing method.

참고문헌 (14)

  1. 최희종, "Hull-form optimization of a container ship based on bell-shaped modification function", International Journal of Naval Architecture and Ocean Engineering, 7(3), pp.478~489 (2015), 대한조선학회
  2. 최희종, "SQP법을 이용한 최적선형개발에 대한 연구", 한국항해항만학회지, 30(10), pp.867~873 (2006), 한국항해항만학회
  3. Creutz, G., "Curve and surface design form form parameters by means of B-splines", Ph.D., pp.1977
  4. Harries, S., "Parametric design and hydrodynamic optimization of ship hull forms", Ph.D., pp.1998
  5. Kim, H.C., "Surface modeling of forebody’s hull form using form parameters and fair-skinning", Journal of Ship & Ocean Technology, 9(1), pp.601~610 (2008)
  6. Kim, H.C., "Parametric design of complex hull forms", Journal of Ship & Ocean Technology, 9(1), pp.47~63 (2005)
  7. Kim, H.J., "Parametric modification function based multiobjective optimization for ship design", Ph.D., pp.2008
  8. Hee-Jung Kim, "Hull-form optimization using parametric modification functions and particle swarm optimization", Journal of Marine Science and Technology, 21(1), pp.129~144 (2015), Springer Science and Business Media LLC[DOI]
  9. Kim, H.Y., "Hull form optimization for reduced resistance and improved seakeeping via practical designed-oriented CFD tools", Grand Challenges in Modeling & Simulation, pp.11~14 (2010)[DOI]
  10. Lackenby, H., "On the systematic geometrical variation of ship forms", RINA Transaction, 92, pp.289~309 (1950)
  11. Jong-Ho Nam, "A curve based hull form variation with geometric constraints of area and centroid", Ocean Engineering, 133, pp.1~8 (2017), Elsevier BV[DOI]
  12. Nowacki, H, "Hull form variation and evaluation", The Japan Society of Naval Architects and Ocean Engineers, 219, pp.173~184 (1993)
  13. Suzuki, K., "Hydrodynamic optimization of ship hull forms in shallow water", Journal of Marine Science and Technology, pp.51~62 (2004)
  14. Taylor, D. W, "On ship’s forms derived by formula", Society of Naval Architects and Marine Engineers, 232~270 (1905)

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