101. A hybrid FEM-IBM-level set algorithm for water entry of deformable body.
- Author
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Di, Yingtang, Zhao, Lanhao, and Mao, Jia
- Subjects
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MILITARY engineering , *LAGRANGIAN points , *CONICAL shells , *CYLINDRICAL shells , *NAVIER-Stokes equations , *NAVAL architecture , *FLUID-structure interaction - Abstract
Water entry of deformable bodies has been investigated extensively despite the major challenges in precise simulations of the whole physical process. Inspired by the basic idea of immersed boundary method (IBM), a hybrid FEM-IBM-level set algorithm is proposed where structural compliance is considered. The flow is described by Navier-Stokes equations with an added body force while the drastically moving object of arbitrary geometry is represented by several Lagrangian points on solid boundary. The direct forcing IBM is enhanced and coupled with finite element method (FEM) to facilitate simulation of severe fluid-structure interactions. Consequently, the added body force is calculated implicitly based on the exact velocity boundary condition with divergence-free condition ensured simultaneously. The improved conservative level set technique is adopted for accurate depiction of instantaneously distorted water surface, and the strongly coupled system is resolved iteratively through a partitioned scheme. Examples including sedimentation of a disk, water entry of deformable wedge and cylindrical shell are performed for validation. Specifically, hydroelastic impact of a three-dimensional conical shell is investigated, and the influence factors of entry dynamics are discussed. The results demonstrate the reliability and great potential of present algorithm for practical applications in ocean engineering, naval architecture and military engineering, etc. • Innovative algorithm for water entry of flexible body is presented. • Strong coupling effect among heterogeneous phases is achieved. • Mechanical behaviors of arbitrary shaped body could be reasonably reflected. • The influence factors of 3D water entry behaviors are revealed. • The versatile method enables precise simulations of practical hydroelastic problem. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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