An immersed-boundary (IB) approach was developed within an existing level-set/dynamic overlapping-grids finite-volume solver. An IB strategy is utilized together with curvilinear grids capabilities, keeping cells count under control, a main disadvantage for the classical IB methods using Cartesian grids. Moreover, the IB is identified by an additional level-set function, i.e., a distance function defined at each node of the computational grid, whose zero level represents the fluid/solid interface. One of the main advantages of the proposed approach is the coupling with a dynamic overlapping-grids methodology and a single-phase level-set approach. The former is especially convenient in presence of moving bodies: updating the position of the Lagrangian grid, which discretizes the surface of the body, relative to the Eulerian grid, is not required, since the Eulerian grid attached to a moving IB can follow the body during its motion. The latter is efficiently adopted to handle the presence of an air/water interface. Here the methodology is discussed in detail. Test cases feature stationary and moving bodies as well as complex geometries and free-surface flows. Results from present IB computations are compared with body-fitted solutions and data from literature.

An Immersed Boundary Method Coupled with a Level Set and Dynamic Overlapping Grids Approaches for Free Surface and Moving Bodies Problems

Riccardo Broglia;Antonio Posa;Danilo Durante
2019

Abstract

An immersed-boundary (IB) approach was developed within an existing level-set/dynamic overlapping-grids finite-volume solver. An IB strategy is utilized together with curvilinear grids capabilities, keeping cells count under control, a main disadvantage for the classical IB methods using Cartesian grids. Moreover, the IB is identified by an additional level-set function, i.e., a distance function defined at each node of the computational grid, whose zero level represents the fluid/solid interface. One of the main advantages of the proposed approach is the coupling with a dynamic overlapping-grids methodology and a single-phase level-set approach. The former is especially convenient in presence of moving bodies: updating the position of the Lagrangian grid, which discretizes the surface of the body, relative to the Eulerian grid, is not required, since the Eulerian grid attached to a moving IB can follow the body during its motion. The latter is efficiently adopted to handle the presence of an air/water interface. Here the methodology is discussed in detail. Test cases feature stationary and moving bodies as well as complex geometries and free-surface flows. Results from present IB computations are compared with body-fitted solutions and data from literature.
2019
Istituto di iNgegneria del Mare - INM (ex INSEAN)
Inglese
72nd Annual Meeting of the APS Division of Fluid Dynamics
72nd Annual Meeting of the APS Division of Fluid Dynamics
1
http://absimage.aps.org/image/DFD19/MWS_DFD19-2019-002319.pdf
Sì, ma tipo non specificato
November 23-26, 2019
Seattle, Washington
immersed boundaries
CFD
3
info:eu-repo/semantics/conferenceObject
none
274
04 Contributo in convegno::04.02 Abstract in Atti di convegno
Riccardo Broglia; Antonio Posa; Danilo Durante
   HOLIstic optimisation of SHIP design and operation for life cycle
   HOLISHIP
   H2020
   689074
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/367026
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