Vector form intrinsic finite-element analysis of static and dynamic behavior of deep-sea flexible pipe |
Wu, Han
(Key Laboratory for Mechanics in Fluid Solid Coupling Systems, Institute of Mechanics, Chinese Academy of Sciences)
Zeng, Xiaohui (Key Laboratory for Mechanics in Fluid Solid Coupling Systems, Institute of Mechanics, Chinese Academy of Sciences) Xiao, Jianyu (Institute of Deep Sea Science and Engineering, Chinese Academy of Sciences) Yu, Yang (State Key Laboratory of Hydraulic Engineering Simulation and Safety, Tianjin University) Dai, Xin (State Key Laboratory of Hydraulic Engineering Simulation and Safety, Tianjin University) Yu, Jianxing (State Key Laboratory of Hydraulic Engineering Simulation and Safety, Tianjin University) |
1 | Duan, Y.F., Wang, S.M., Yau, J.D., 2019. Vector form intrinsic finite element method for analysis of train-bridge interaction problems considering the coach-coupler effect. Int. J. Struct. Stabil. Dynam. 19 (2), 1950014. DOI |
2 | Ghadimi, R., 1988. A simple and efficient algorithm for the static and dynamic analysis of flexible marine risers. Comput. Struct. 29 (4), 541-555. DOI |
3 | Hou, X.Y., Fang, Z.D., 2018. Solid structure analysis with large deformation of eightnode hexahedral element using vector form intrinsic finite element. Adv. Struct. Eng. 21 (6), 852-861. DOI |
4 | Hou, X.Y., Fang, Z.D., Zhang, X.J., Universit, N.P., 2018. Static contact analysis of spiral bevel gear based on modified VFIFE (vector form intrinsic finite element) method. Appl. Math. Model. 60, 192-207. DOI |
5 | Jain, A.K., 1994. Review of flexible risers and articulated storage systems. Ocean Eng. 21 (8), 733-750. DOI |
6 | Lee, H.H., Tseng, K.W., Chang, P.Y., 2007. The Application of vector form intrinsic finite element method to template offshore structures. In: Computational Mechanics. Springer, Berlin. |
7 | Li, X.M., Ma, J.F., Guo, H.Y., 2018a. Geometrical configuration and internal force analysis of steel catenary riser. Period. Ocean U. China. 48 (10), 116-122 (in Chinese). |
8 | Li, X.M., Zhang, L., Niu, J.J., Han, Y.Q., Guo, H.Y., 2016. Dynamic response of a deepsea top tensioned riser based on vector form intrinsic finite element. J. Vib. Shock 35 (11), 218-223 (in Chinese). |
9 | Li, X.M., Guo, X.L., Guo, H.Y., 2018b. Vector form intrinsic finite element method for the two-dimensional analysis of marine risers with large deformations. J. Ocean Univ. China 17 (3), 498-506. DOI |
10 | Garrett, D.L., 1982. Dynamic analysis of slender rods. J. Energ. Resour. 104 (4), 302-306. DOI |
11 | Lu, Z.G., Yao, J., 2012. Vector form intrinsic finite element - a new numerical method. Spatial Struct. 18 (1), 85-91 (in Chinese). |
12 | Sakamoto, T., Hobbs, R.E., 1995. Nonlinear static and dynamic analysis of threedimensional flexible risers. In: The Fifth International Offshore and Polar Engineering Conference, 11-16 June, Hague, Netherlands. |
13 | McNamara, J.F., O'Brien, P.J., Gilroy, S.G., 1988. Nonlinear analysis of flexible risers using hybrid finite elements. J. Offshore. Mech. Arct. 110 (3), 197-204. DOI |
14 | Owen, D.G., Qin, K., 1986. Model tests and analysis of flexible riser systems. In: Proceedings of the Fifth International Symposium on Offshore Mechanics and Arctic Engineering, pp. 133-145. |
15 | Park, H.I., Jung, D.H., 2002. A finite element method for dynamic analysis of long slender marine structures under combined parametric and forcing excitations. Ocean Eng. 29 (11), 1313-1325. DOI |
16 | Ting, E.C., Duan, Y.F., Wu, T.Y., 2012. Vector Mechanics of Structures. Science Press, Beijing (in Chinese). |
17 | Webster, W.C., Kim, J., Lambrakos, K., Jing, X.N., 2012. Rod dynamics with large stretch. Proceedings of the ASME 2012 31-st International Conference on Ocean. Offshore and Arctic Engineering, p. 83889. |
18 | Patel, M.H., Seyed, F.B., 1995. Review of flexible riser modelling and analysis techniques. Eng. Struct. 17 (4), 293-304. DOI |
19 | Raman-Nair, W., Baddour, R.E., 2003. Three-dimensional dynamics of a flexible marine riser undergoing large elastic deformations. Multibody Syst. Dyn. 10 (3), 393-423. DOI |
20 | Shih, C., Wang, Y.K., Ting, E.C., 2004. Fundamentals of a vector form intrinsic finite element: Part III. Convected material frame and examples. J. Mech. 20 (2), 133-143. DOI |
21 | Ting, E.C., Shih, C., Wang, Y.K., 2004a. Fundamentals of a vector form intrinsic finite element: Part I. Basic procedure and a plane frame element. J. Mech. 20 (2), 113-122. DOI |
22 | Ting, E.C., Shih, C., Wang, Y.K., 2004b. Fundamentals of a vector form intrinsic finite element: Part II. Plane solid elements. J. Mech. 20 (2), 123-132. DOI |
23 | McNamara, J.F., Hibbit, H.D., 1986. Numerical analysis of flexible pipes and risers in offshore applications. In: Proceedings of the First Offshore and Arctic Frontiers, pp. 343-352. |
24 | Xu, L.G., Lin, M., 2017. Analysis of buried pipelines subjected to reverse fault motion using the vector form intrinsic finite element method. Soil Dynam. Earthq. Eng. 93, 61-83. DOI |
25 | Wu, T.Y., 2013. Dynamic nonlinear analysis of shell structures using a vector form intrinsic finite element. Eng. Struct. 56, 2028-2040. DOI |
26 | Wu, T.Y., Wang, C.Y., Chuang, C.C., Ting, E.C., 2007. Motion analysis of 3D membrane structures by a vector form intrinsic finite element. J. Chin. Inst. Eng. 30 (6), 961-976. DOI |
27 | Xiao, F.Q., 2012. The Spatial Configuration Analysis and the Fluid-Structure Coupling Mechanics of the Hose in Deep-Ocean Mining System. Central South University. |
28 | Burgess, J.J., 1991. Modeling of undersea cable installation with a finite difference method. In: Proceedings of First International Offshore and Polar Engineering Conference, pp. 222-227. |
29 | Bai, X.L., Huang, W., Vaz, M.A., Yang, C., Duan, M., 2015. Riser-soil interaction model effects on the dynamic behavior of a steel catenary riser. Mar. Struct. 41, 53-76. DOI |
30 | Brown, P.A., Soltanahmadi, A., Chandwani, R., 1989. Application of the finite difference technique to the analysis of flexible riser systems. In: Proceedings of the Fourth International Conference on Civil and Structural Engineering Computing, pp. 225-232. |
31 | Chang, P.Y., Lee, H.H., Tseng, G.W., Chung, P.Y., 2010. VFIFE method applied for offshore template structures upgraded with damper system. J. Mar. Sci. Technol. 18 (4), 473-483. |
32 | Chatjigeorgiou, I.K., 2008. A finite differences formulation for the linear and nonlinear dynamics of 2D catenary risers. Ocean Eng. 35, 616-636. DOI |
33 | Chatjigeorgiou, I.K., 2010. Three dimensional nonlinear dynamics of submerged, extensible catenary pipes conveying fluid and subjected to end-imposed excitations. Int. J. Non Lin. Mech. 45 (7), 667-680. DOI |
34 | Duan, Y.F., He, K., Zhang, H.M., Ting, E.C., Wang, C.Y., Chen, S.K., Wang, R.Z., 2014. Entire-process simulation of earthquake-induced collapse of a mockup cablestayed bridge by vector form intrinsic finite element (VFIFE) method. Adv. Struct. Eng. 17 (3), 347-360. DOI |