2018
DOI: 10.3390/jmse6040150
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Cubipod® Armor Design in Depth-Limited Regular Wave-Breaking Conditions

Abstract: Armor stability formulas for mound breakwaters are commonly based on 2D small-scale physical tests conducted in non-overtopping and non-breaking conditions. However, most of the breakwaters built around the world are located in breaking or partially-breaking wave conditions, where they must withstand design storms having some percentage of large waves breaking before they reach the structure. In these cases, the design formulas for non-breaking wave conditions are not fully valid. This paper describes the spec… Show more

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Cited by 8 publications
(7 citation statements)
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“…The experimental set up also included three cameras to analyze the armor damage in the frontal slope, on the crest, and at the rare side of the armor using the virtual net method [18] as explained in Argente et al [19] and Gómez-Martín et al [20]. Overtopping discharges were collected and measured using a collection tank and a weighing system behind the model during each test.…”
Section: Experimental Methodologymentioning
confidence: 99%
“…The experimental set up also included three cameras to analyze the armor damage in the frontal slope, on the crest, and at the rare side of the armor using the virtual net method [18] as explained in Argente et al [19] and Gómez-Martín et al [20]. Overtopping discharges were collected and measured using a collection tank and a weighing system behind the model during each test.…”
Section: Experimental Methodologymentioning
confidence: 99%
“…Gómez-Martín et al [21] carried out 2D physical model tests to analyze the trunk hydraulic stability of single-and double-layer Cubipod ® armors in depth-limited regular wave breaking and non-overtopping conditions with horizontal foreshore (m = 0) and armor slope cotα = 1.5. Gómez-Martín et al [21] proposed Equation (8) to design safe Cubipod ® armored breakwaters (cotα = 1.5) on gentle bottom slopes (0 ≤ m ≤ 2%), for any deep-water wave climate, regardless of the wave height at the toe of the structure, considering a design water depth (h) at a distance three times the water depth at the toe of the structure, h = h s (1 + 3 m).…”
Section: Hydraulic Stability Of Mound Breakwaters In Breaking Wave Conditionsmentioning
confidence: 99%
“…Finally, Equation (8) given by [21] for non-overtopped single-layer Cubipod ® armors in depth-limited breaking wave conditions is compared to the experimental data for the single-layer Cubipod ® model. A minimum nominal diameter D n,min = 3.70 cm was provided by Equation ( 8) for the worst case in this study (m = 4% and h s = 0.25 cm).…”
Section: Comparison With Non-overtopped Structuresmentioning
confidence: 99%
“…However, as it was stated by Gómez-Martín and Medina [37], changes in the packing density of cubes may end up with losses in the desired functionality of the structure. This failure mode, named heterogeneous packing (HeP), is related to a serviceability limit state and it was considered in different studies [38][39][40][41].…”
Section: E Equivalent Dimensionless Damage Accounting For Porositmentioning
confidence: 99%