
Seven sets of data for wave run-up on a rubble mound breakwater were combined and re-analysed, with full-scale, large-scale and small-scale model test results being taken into account. The dimensionless wave run-up value Ru2%/Hm0 was considered, where Ru2% is the wave run-up height exceeded by 2% of the wave run-up events and Hm0 is the significant wave height. The wave run-up data sets were compared and a clear influence of the spectral shape, characterised by the spectral width parameter ε, on wave run-up was noticed: high values of ε correspond to high values of Ru2%/Hm0 and vice versa. Differences in wave run-up results between the various data sets could be explained by a difference in spectral width observed within these data sets. A multi-regression formula was fitted to all wave run-up data. The formula is valid for permeable rubble mound breakwaters covered with either grooved cubes or rip-rap with a slope steeper than 1 : 2, surging waves and a JONSWAP-type wave spectrum.
Technology, Engineering, Civil, Science & Technology, Environmental Engineering, Mathematical Models, sea defences, Spectrum Analysis, Wave Run-Up, Computational Fluid Dynamics, 0905 Civil Engineering, 4015 Maritime engineering, 4005 Civil engineering, Engineering, 0911 Maritime Engineering, Physical Sciences, Water Resources, Regression Analysis, coastal engineering, Breakwaters, Rubble Breakwaters, Engineering, Ocean, Wave Run-Ups, design methods & aids, SLOPES, Water Waves
Technology, Engineering, Civil, Science & Technology, Environmental Engineering, Mathematical Models, sea defences, Spectrum Analysis, Wave Run-Up, Computational Fluid Dynamics, 0905 Civil Engineering, 4015 Maritime engineering, 4005 Civil engineering, Engineering, 0911 Maritime Engineering, Physical Sciences, Water Resources, Regression Analysis, coastal engineering, Breakwaters, Rubble Breakwaters, Engineering, Ocean, Wave Run-Ups, design methods & aids, SLOPES, Water Waves
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