Beach cusp morphodynamics
β Scribed by Masselink, Gerhard; Hegge, Bruce J.; Pattiaratchi, Charitha B.
- Publisher
- John Wiley and Sons
- Year
- 1997
- Tongue
- English
- Weight
- 952 KB
- Volume
- 22
- Category
- Article
- ISSN
- 0360-1269
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β¦ Synopsis
Detailed measurements of three-dimensional beach cusp morphology were made on a steep gradient, low energy, microtidal beach in Perth, Western Australia. During the field campaign a variety of wave conditions and tidal ranges were experienced, and these differing hydrodynamic conditions were reflected in a consistent pattern of morphological changes to the beach cusp system. A useful parameter to delineate between trends of cusp destruction and re-formation appeared to be the surf similarity parameter ΞΎ = tan Ξ²ββH o βL o , where H o is offshore wave height, L o is deep water wave length and tan Ξ² is beach gradient. For ΞΎ<1β’2 the beach cusps were planed off, whereas cusp morphology was enhanced when ΞΎ>1β’2.
A small storm was experienced at the start of the field campaign period and resulted in considerable erosion of the beach face. The cusp morphology across the lower beachface was destroyed, but a subtle remnant of the pre-storm cusp morphology was preserved on the upper beachface. When cusps reformed after the storm, under the influence of declining wave conditions, they appeared at the same location and with the same dimensions as the pre-storm cusp morphology. Hence, it is considered that the cusp re-formation was controlled more by the antecedent morphology than the hydrodynamic conditions. This indicates that positive feedback between swash hydrodynamics and beachface morphology, necessary to form beach cusps, does not require a large variation in relief.
π SIMILAR VOLUMES
The variation in beach cusp characteristics was examined along a 1 km long embayed beach (Pearl Beach, New South Wales, Australia). The beach cusp morphology had formed during the previous day and/or night and displayed a marked alongshore variation in cusp spacing. The edge wave mechanism of beach
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## Abstract We study a construction, which produces surfaces __Y__ β β~3~(β) with cusps. For example we obtain surfaces of degree six with 18, 24 or 27 threeβdivisible cusps. For sextics in a particular family of surfaces with up to 30 cusps the codes of these sets of cusps are determined explicitl