비대칭 위치의 수중 구조물 설치를 위한 러그 위치 산정 및 리프팅 동역학 해석
Lug Arrangement and Dynamic Analysis of Lifting Simulation for Underwater Installation of Structure in Asymmetric Position
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초록
RGT(Riser Guide Tube) is a part of mooring on the bottom of a turret system to be connected with a production riser, and DBSC(Diverless Bend Stiffener Connector) is a latching component between them. In this paper, appropriate lug arrangement is decided mathematically for the case that a DBSC is lifted and installed on a RGT under the water while FPSO is under construction. Considering asymmetric arrangement & position of RGT and initial lug position, additional lug positions are determined by using an optimization method. The modified installation scheme with new lug points is investigated with a lifting simulation system, SIMSON. The simulation result shows that the installation of DBSC on RGT under the given conditions is quite feasible; therefore the mathematical method is proven to be appropriate.
Abstract
RGT(Riser Guide Tube) is a part of mooring on the bottom of a turret system to be connected with a production riser, and DBSC(Diverless Bend Stiffener Connector) is a latching component between them. In this paper, appropriate lug arrangement is decided mathematically for the case that a DBSC is lifted and installed on a RGT under the water while FPSO is under construction. Considering asymmetric arrangement & position of RGT and initial lug position, additional lug positions are determined by using an optimization method. The modified installation scheme with new lug points is investigated with a lifting simulation system, SIMSON. The simulation result shows that the installation of DBSC on RGT under the given conditions is quite feasible; therefore the mathematical method is proven to be appropriate.
참고문헌 (7)
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- 최경식, "크레인 로프의 신장을 고려한 침몰선체의 인양력 해석", 한국해양공학회지, 17(3), pp.33~38 (2003), 한국해양공학회
- Diverless Bend Stiffener Connectors – Specification, "FES International", FES International Group, ~ (2013)
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- Tin-Loi, F., "Optimal Tilt Lifting of Beams as a Min-Max Problem", Structural and Multidisciplinary Optimization, 26(1-2), pp.160~168 (2004)
