Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters

The vast and rich body of literature covering the numerical modelling of hydrodynamic floating body systems has demonstrated their great power and versatility when applied to offshore marine energy systems. It is possible to model almost any type of physical phenomenon which could be expected within...

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Main Author: McCallum, Peter Duncan
Other Authors: Venugopal, Vengatesan, Forehand, David, Engineering and Physical Sciences Research Council (EPSRC)
Format: Doctoral or Postdoctoral Thesis
Language:English
Published: The University of Edinburgh 2017
Subjects:
Online Access:http://hdl.handle.net/1842/28906
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spelling ftunivedinburgh:oai:era.ed.ac.uk:1842/28906 2023-07-30T03:59:48+02:00 Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters McCallum, Peter Duncan Venugopal, Vengatesan Forehand, David Engineering and Physical Sciences Research Council (EPSRC) 2017-07-10 application/pdf http://hdl.handle.net/1842/28906 en eng The University of Edinburgh "On the performance of an array of floating wave energy converters for different water depths (OMAE2014-24094)," P. McCallum, V. Venugopal, D. Forehand, and R. Sykes, Proc. of the ASME 33th International Conference on Ocean, Offshore and Arctic Engineering. http://hdl.handle.net/1842/28906 wave energy converter computational fluid dynamics wave energy array viscous effects nonlinear effects numerical ventilation boundary element method time-domain modelling WAMIT Star-CCM Thesis or Dissertation Doctoral PhD Doctor of Philosophy 2017 ftunivedinburgh 2023-07-09T20:31:35Z The vast and rich body of literature covering the numerical modelling of hydrodynamic floating body systems has demonstrated their great power and versatility when applied to offshore marine energy systems. It is possible to model almost any type of physical phenomenon which could be expected within such a system, however, limitations of computing power continue to restrict the usage of the most comprehensive models to very narrow and focused design applications. Despite the continued evolution of parallel computing, one major issue that users of computational tools invariably face is how to simplify their modelled systems in order to achieve practically the necessary computations, whilst capturing enough of the pertinent physics, with great enough ‘resolution’, to give robust results. The challenge is, in particular, to accurately deliver a complete spectrum of results, that account for all of the anticipated sea conditions and allow for the optimisation of different control scenarios. This thesis examines the uncertainty associated with the effects of viscosity and nonlinear behaviour on a small scale model of an oscillating system. There are a wide range of Computational Fluid Dynamics (CFD) methods which capture viscous effects. In general however, the oscillating, six degree-of-freedom floating body problem is best approached using a linear potential flow based Boundary Element Method (BEM), as the time taken to process an equivalent model will differ by several orders of magnitude. For modelling control scenarios and investigating the effects of different sea states, CFD is highly impractical. As potential flows are inviscid by definition, it is therefore important to know how much of an impact viscosity has on the solution, particularly when different scales are of interest during device development. The first aim was to develop verified and validated solutions for a generic type decaying system. The arrangement studied was adapted from an array tank test experiment which was undertaken in 2013 by an ... Doctoral or Postdoctoral Thesis Arctic Edinburgh Research Archive (ERA - University of Edinburgh)
institution Open Polar
collection Edinburgh Research Archive (ERA - University of Edinburgh)
op_collection_id ftunivedinburgh
language English
topic wave energy converter
computational fluid dynamics
wave energy array
viscous effects
nonlinear effects
numerical ventilation
boundary element method
time-domain modelling
WAMIT
Star-CCM
spellingShingle wave energy converter
computational fluid dynamics
wave energy array
viscous effects
nonlinear effects
numerical ventilation
boundary element method
time-domain modelling
WAMIT
Star-CCM
McCallum, Peter Duncan
Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters
topic_facet wave energy converter
computational fluid dynamics
wave energy array
viscous effects
nonlinear effects
numerical ventilation
boundary element method
time-domain modelling
WAMIT
Star-CCM
description The vast and rich body of literature covering the numerical modelling of hydrodynamic floating body systems has demonstrated their great power and versatility when applied to offshore marine energy systems. It is possible to model almost any type of physical phenomenon which could be expected within such a system, however, limitations of computing power continue to restrict the usage of the most comprehensive models to very narrow and focused design applications. Despite the continued evolution of parallel computing, one major issue that users of computational tools invariably face is how to simplify their modelled systems in order to achieve practically the necessary computations, whilst capturing enough of the pertinent physics, with great enough ‘resolution’, to give robust results. The challenge is, in particular, to accurately deliver a complete spectrum of results, that account for all of the anticipated sea conditions and allow for the optimisation of different control scenarios. This thesis examines the uncertainty associated with the effects of viscosity and nonlinear behaviour on a small scale model of an oscillating system. There are a wide range of Computational Fluid Dynamics (CFD) methods which capture viscous effects. In general however, the oscillating, six degree-of-freedom floating body problem is best approached using a linear potential flow based Boundary Element Method (BEM), as the time taken to process an equivalent model will differ by several orders of magnitude. For modelling control scenarios and investigating the effects of different sea states, CFD is highly impractical. As potential flows are inviscid by definition, it is therefore important to know how much of an impact viscosity has on the solution, particularly when different scales are of interest during device development. The first aim was to develop verified and validated solutions for a generic type decaying system. The arrangement studied was adapted from an array tank test experiment which was undertaken in 2013 by an ...
author2 Venugopal, Vengatesan
Forehand, David
Engineering and Physical Sciences Research Council (EPSRC)
format Doctoral or Postdoctoral Thesis
author McCallum, Peter Duncan
author_facet McCallum, Peter Duncan
author_sort McCallum, Peter Duncan
title Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters
title_short Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters
title_full Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters
title_fullStr Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters
title_full_unstemmed Numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters
title_sort numerical methods for modelling the viscous effects on the interactions between multiple wave energy converters
publisher The University of Edinburgh
publishDate 2017
url http://hdl.handle.net/1842/28906
genre Arctic
genre_facet Arctic
op_relation "On the performance of an array of floating wave energy converters for different water depths (OMAE2014-24094)," P. McCallum, V. Venugopal, D. Forehand, and R. Sykes, Proc. of the ASME 33th International Conference on Ocean, Offshore and Arctic Engineering.
http://hdl.handle.net/1842/28906
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