COMPARATIVE ANALYSIS OF EQUILIBRIUM BEACH PROFILE CALCULATION METHODS
https://doi.org/10.15356/0435-4281-2014-3-39-42
Abstract
In recent years artificial beaches are often used for coastal protection of seas and man-made lakes. Volume of nourishment depends on the shape and the length of the equilibrium beach profile. When solving a wide range of tasks different methods for equilibrium beach profile calculation are used. In this paper we make an attempt of reliability assessment of some methods currently used for calculation. We compared the natural beach profile with equilibrium beach profile calculated by different methods. Three approaches were used to calculate the shape of equilibrium beach profile: the Bruun-Dean formula, the method prescribed by Coastal Structure Construction Code, and numerical modeling by SBEACH. To obtain the source information an artificial beach at the Novosibirsk Reservoir, Russia, was chosen. This beach was constructed in 1959-1962, and replenished 25 years later. The morphometric characteristics of the beach are still almost unchanged. This allowed us to conclude that the beach profile is in equilibrium.
The analysis shows that the equilibrium profile calculated by Dean’s formula gives the best agreement with the data. That is of theoretical and practice interest. It should be noted the method originally developed for the ocean coasts works well at man-made lakes. The work was supported by RFBR (projects 11-05-00615-а and 11-05-10046-к) and federal target program “Research and development on priority directions of scientific-technological complex of Russia in 2007-2013”(project 16.515.11.5075).
About the Authors
A. L. KhomchanovskyRussian Federation
E. A. Fedorova
Russian Federation
An. A. Lygin
Russian Federation
A. Sh. Khabidov
Russian Federation
References
1. Zenkovich V.P. Osnovy ucheniya o razvitii morskih beregov (Basis concepts of the doctrine of marine shores development). Moscow: AN SSSR, 1962, 710 p.
2. Khabidov A.Sh. Sravnitel’nyi analiz morfologii I dinamiki beregovoy zony vnutrennih morey I vodohranilisch (Benchmarking study of landlocked seas and reservoirs shore line morphology and dynamics). Phd thesis. Moscow: MGU, 1985, 146 p.
3. Dean R.G. Beach nourishment. Theory and practice. New Jersey: World Scientific, 2002. 398 p.
4. Hanson H., Kraus N.C. GENESIS: Generalized model for simulating shoreline change. Tech. Report CERC-89-19. Coastal Engineering Research Center. US Army Corps of Engineers. Vicksburg, Mississippi, 1989. P. 1–27.
5. Leontiev I.O. Review of the present-day researches, in Modelirovanie dinamiki beregovoy zony (Modelling of the coastal zone dynamics). Novosibirsk: SB RAS (Publ.), 2009, pp. 61–63.
6. Proektirovanie morskih beregozaschitnyh sooruzheniy. SP 32-103-97 (Engineering of the marine shore protective buildings. Code of practice 32-103-97). Moscow: Transstroy Corporation, 1998, pp. 14–20.
7. Krylov Yu.M., Strekalov S.S., Tsyplukhin V.F. Vetrovye volny I ih vozdeystvie na sooruzheniya (Wind waves and their influence on buildings). Leningrad: Gidrometeoizdat, 1976, 256 p.
8. Stroitel’nye normy I pravila (SNiP) 2.06.04-82. Nagruzki I vozdeystviya na gidrotehnicheskie sooruzheniya (volnovye, ledovye I ot sudov) (Construction Norms and Regulations (SNiP) 2.06.04-82. Stressing and influences on the hydro-technical utilities (wave, glacial and from shipping)). Moscow: Gosstroy SSSR, 1984, 75 p.
Review
For citations:
Khomchanovsky A.L., Fedorova E.A., Lygin A.A., Khabidov A.Sh. COMPARATIVE ANALYSIS OF EQUILIBRIUM BEACH PROFILE CALCULATION METHODS. Geomorfologiya. 2014;(3):39-42. (In Russ.) https://doi.org/10.15356/0435-4281-2014-3-39-42