Consequently, the interrelations of representative statistical pe

Consequently, the interrelations of representative statistical periods also change. Instead of the standard relations Tmax ≈ T1/10 ≈ Ts ≈ 1.1 − 1.2 Tm, these relations behind the breakwater tend to Tmax ≈ T1/10 ≈ Ts ≈ 1.5 Tm. It was also concluded that the mean wave periods calculated by

both the statistical approach (zero up-crossing) Tm and the spectral approach T0.2 have approximately Rucaparib research buy the same values behind the breakwater, i.e. wave spectral deformation does not affect the calculation of the mean spectral period T0.2. The mean spectral period T0.2 depends on the relative submersion Rc/L0.2 − i and is reduced as submersion approaches zero for both submerged and emerged breakwaters. It is estimated that the greatest reduction in period T0.2 when waves cross

the smooth breakwater occurs http://www.selleckchem.com/products/Adrucil(Fluorouracil).html when the relative submersion is Rc/L0.2 − i ∼ 0 and amounts to ∼ 70% of the value of the incoming mean period. The peak period Tp increases or remains the same when the waves cross the smooth submerged breakwater. As far as the emerged breakwater is concerned, there is a dependence of the peak period Tp, and the relative submersion Rc/L0.2 − i. By increasing the relative submersion, the peak period Tp increases by up to 35% in relation to the incoming peak period. The empirical model is formed for estimating the reduction in the mean spectral period when the waves cross submerged and emerged smooth breakwaters. For the incoming wave parameters and the depth in the breakwater crown, the model provides the values for the reduction coefficients K0.2R−TKR−T0.2. As the model was derived from a restricted Cepharanthine number of measurements, additional

measurements will be necessary, particularly in the zone of relative submersion Rc/L0.2 − i ∼ 0. Measured reduction coefficients of the mean period agree well with the calculated values. List of symbols: Hmax maximum wave height, [m], (zero up-crossing), “
“The first data on the Barents Sea sipunculan fauna were reported by N. K. Zenger in 1870 (Zenger 1870). In the first half of the 20th century, two reviews of the Gephyrea of USSR seas were written (Vagin, 1937 and Zatsepin, 1948). At that time, the term Gephyrea was used for the group of marine coelomic worms without obvious segmentation – sipunculans, priapulids and echiurids. Extensive data on the Barents Sea Sipuncula is given in the monograph by G. V. Murina (1977) on the sipunculan fauna of Eurasian Arctic and boreal waters. Sipuncula is a relatively species-poor phylum consisting of about 150 species and subspecies worldwide (Cutler 1994); the checklist for Arctic seas has fewer species. According to these publications there are 7 Sipuncula species living in the central part of the Barents Sea and East Murman inshore waters: Phascolion strombus strombus (Montagu 1804), Golfingia elongata (Keferstein 1863), G. margaritacea margaritacea (Sars 1851), Nephasoma eremita (Sars 1851), N. improvisa (Théel 1905), N.

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