Abstract

Total wave group overtopping and maximum horizontal force responses are investigated for an idealised seawall/dike on a plane beach subject to compact focused wave attack, using both laboratory and numerical wave flumes. The wave group interactions have very short durations such that extraneous reflections from the wavemaker arrive long after the main interaction. These short test durations facilitate the use of large ensembles of tests to explore the sensitivity of overtopping and force responses to variations in focus location, phase angle at focus, and linear focus wave amplitude. The scope of the laboratory wave flume tests is broadened by accurate numerical simulation based on a 1DH hybrid Boussinesq-NLSW model.For a given focus location and linear focused wave amplitude, variations in phase lead to an order-of-magnitude change in the group overtopping volume. Substantial increases in overtopping volume owing to the use of linear wavemaker theory (compared to second order theory) are also observed. These observations have implications for phase-independent empirical relationships derived using linear paddle signals in physical experiments. Examination of the incidence of wave groups parametrically optimised for maximum (and minimum) overtopping volumes indicates that the overtopping volume may be optimised by minimising reflections of pre-overtopping waves within the group, while maximising the amplitude of the first overtopping bore. Numerical predictions of horizontal seawall forces are obtained using fluid impulse derivatives and hydrostatic pressures obtained from the shallow water model. Within the shallow water model framework, hydrodynamic force contributions included in the fluid impulse method are observed to be small relative to the hydrostatic pressure force. The parametric dependence of the horizontal (non-impulsive) forces on the seawall is very similar to that of the overtopping volumes, with clear ‘bands’ of large values observed as a function of phase and focus location (for a given amplitude). This suggests that the parametric optimisation of focused wave groups is a robust method for the investigation of multiple coastal responses such as overtopping, forces and runup.

Highlights

  • Extreme overtopping of coastal defence structures during a storm leads to coastal flood inundation which may cause significant economic damage and threaten life in vulnerable coastal communities, where residents are unaware of the risks posed by overtopping (Allsop et al, 2003; Hughes and Nadal, 2009)

  • Overtopping events parametrically optimised for large and small overtopping events were investigated at a higher spatial resolution in the numerical simulations providing valuable insights into conditions leading to extreme responses

  • Total group overtopping volumes exhibited a strong dependence on focus location, linear amplitude and phase of the group at focus

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Summary

Introduction

Extreme overtopping of coastal defence structures during a storm leads to coastal flood inundation which may cause significant economic damage and threaten life in vulnerable coastal communities, where residents are unaware of the risks posed by overtopping (Allsop et al, 2003; Hughes and Nadal, 2009). NewWave focused wave groups are increasingly being studied in a coastal engineering context, e.g. in examining runup and flow kinematics at plane beaches (Borthwick et al, 2006; Whittaker et al, 2017), and are being utilised as tools in coastal response investigations, e.g. physical experiments on wave overtopping of seawalls by Hunt (2003); Hunt-Raby et al (2011); Hofland et al (2014). Whittaker et al (2016) have recently demonstrated the validity of NewWave as a model for pre-breaking waves in relatively shallow-water conditions, suggesting that extreme coastal responses within a given sea state might be reproduced using a single extreme incident wave group.

Physical laboratory setup
Measurement of overtopping volumes
Measurement of horizontal forces exerted on the front face of the seawall
NewWave focused wave group
Focused wave parameter space
Wave overtopping and horizontal forces within the OXBOU model
Calculation of horizontal forces
Validation of numerical model
Total overtopping volumes
Maximum individual overtopping volumes
Parametric optimisation of horizontal forces
Findings
Conclusions
Full Text
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