Probabilistic Characteristics of Intensive Short-Period Internal Waves in the Sea of Japan
M. V. Kokoulina, O. E. Kurkina, E. A. Rouvinskaya, A. A. Kurkin✉
Nizhny Novgorod State Technical University n. a. R.E. Alekseev, Nizhny Novgorod, Russian Federation
✉ e-mail: aakurkin@gmail.com
Abstract
Purpose. The paper is aimed at studying the regional features of the internal waves’ field in the Sea of Japan (the Peter the Great Bay) based on the field data, namely, determination of the internal waves’ statistical characteristics that can be used to predict possibility of generating the waves of extreme amplitudes.
Methods and Results. The records of water temperature variability in the Peter the Great Bay (the depth at the point of measurements is 42 m) obtained for October 11 – 20, 2011 were used as the initial data. Sampling frequency of the records was 1 s that permitted to analyze the shape of the short-period internal waves. The data on the salinity vertical distribution near the measurement point was also used. The law of the power density spectrum decay (as applied to the studied record) is well described by the Garrett – Munk model for the Sea of Japan zone being under consideration. The calculated temporal series of density were applied for obtaining the basic statistical characteristics including the statistical moments. Besides, empirical distribution for such parameters as the wave heights, periods and steepness and the wave slope amplitude was approximated by the log-normal distribution law and analyzed. The expected wave heights were forecasted using the Poisson statistics.
Conclusions. It is shown that the probabilistic characteristics of the internal waves are described well by the log-normal distribution. Based on repeatability of the internal waves’ heights, probability of appearance of intensive disturbances is estimated. It is shown that within 10 days, occurrence of a short-period wave with the height not less than 7 m is guaranteed at the observation point at the 42 m depth.
Keywords
intensive internal waves, in situ data, probabilistic characteristics of extreme waves, shelf, Sea of Japan
Acknowledgements
The represented results were obtained within the framework of the state task in the scientific activity field (theme No. FSWE-2020-0007) and at the support both of the President of RF grant on state support of the RF leading scientific schools NSh-2485.2020.5 and the grant of the President of Russian Federation to young scientists and postgraduates (SP-1225.2019.5).
Original russian text
Original Russian Text © The Authors, 2020, published in MORSKOY GIDROFIZICHESKIY ZHURNAL, Vol. 36, Iss. 5, pp. 545–558 (2020)
For citation
Kokoulina, M.V., Kurkina, O.E., Rouvinskaya, E.A. and Kurkin, A.A., 2020. Probabilistic Characteristics of Intensive Short-Period Internal Waves in the Sea of Japan. Physical Oceanography, 27(5), pp. 501-513. doi:10.22449/1573-160X-2020-5-501-513
DOI
10.22449/1573-160X-2020-5-501-513
References
- Morozov, E.G., 2018. Oceanic Internal Tides: Observations, Analysis and Modeling. Cham: Springer, 304 p. doi:10.1007/978-3-319-73159-9
- Epifanova, A.S., Rybin, A.V., Moiseenko, T.E., Kurkina, O.E., Kurkin A.A. and Tyugin, D.Yu., 2019. Database of Observations of the Internal Waves in the World Ocean. Physical Oceanography, 26(4), pp. 350-356. doi:10.22449/1573-160X-2019-4-350-356
- Vlasenko, V., Stashchuk, N. and Hutter, K., 2005. Baroclinic Tides: Theoretical Modeling and Observational Evidence. Cambridge: Cambridge University Press, pp. 335-347. https://doi.org/10.1017/CBO9780511535932
- Chakrabarti, S.K., 2005. Handbook of Offshore Engineering (in two vol.). Amsterdam: Elsevier. URL: https://www.academia.edu/10659382/Chakrabarti_2005_Handbook_of_Offshore_Eng [Accessed: 09 September 2020].
- Osborne, A., 2010. Nonlinear Ocean Waves and the Inverse Scattering Transform. Amsterdam: Academic Press, 944 p.
- Song, Z.J., Teng, B., Gou, Y., Lu, L., Shi, Z.M., Xiao, Y. and Qu, Y., 2011. Comparisons of Internal Solitary Wave and Surface Wave Actions on Marine Structures and Their Responses. Applied Ocean Research, 33(2), pp. 120-129. https://doi.org/10.1016/j.apor.2011.01.003
- Stöber, U. and Moum, J.N., 2011. On the Potential for Automated Realtime Detection of Nonlinear Internal Waves from Seafloor Pressure Measurements. Applied Ocean Research, 33(4), pp. 275-285. doi:10.1016/j.apor.2011.07.007
- Svergun, E.I. and Zimin, A.V., 2017. Forecast of the Occurrence of Intense Internal Waves in the White and Barents Seas According to Expeditionary Research. Fundamentalnaya i Prikladnaya Gidrofizika, 10(2), pp. 13-19. doi:10.7868/S2073667317020022 (in Russian).
- Zimin, A.V. and Svergun, E.I., 2018. Short-Period Internal Waves in the Shelf Areas of the White, Barents and Okhotsk Seas: Estimation of the Extreme Heights Occurrence and Dynamic Effects in the Bottom Layer. Fundamentalnaya i Prikladnaya Gidrofizika, 11(2), pp. 66-72. doi:10.7868/S2073667318040081 (in Russian).
- Yaroshchuk, I.O., Leontyev, A.P., Kosheleva, A.V., Samchenko, A.N., Pivovarov, A.A., Khrapchenkov, F.F., Shvyrev, A.N. and Yaroshchuk, E.I., 2013. Experimental Studies of Internal Waves in the Sea of Japan Coastal Zone. Podvodnye Issledovaniya i Robototekhnika = Underwater Investigations and Robotics, 1(15), pp. 37-44 (in Russian).
- Yaroshchuk, I.O., Leont’ev, A.P., Kosheleva, A.V., Pivovarov, A.A., Samchenko, A.N., Stepanov, D.V. and Shvyryov, A.N., 2016. On Intense Internal Waves in the Coastal Zone of the Peter the Great Bay (the Sea of Japan). Russian Meteorology and Hydrology, 41(9), pp. 629-634. https://doi.org/10.3103/S1068373916090053
- Samchenko, A.N., Yaroshchuk, I.O. and Kosheleva, A.V., 2018. Internal Gravity Waves in the Coastal Zone of the Sea of Japan According to the Natural Observations. Regional Studies in Marine Science, 18, pp. 156-160. https://doi.org/10.1016/j.rsma.2018.02.004
- Kurkina, O., Rouvinskaya, E., Talipova, T. and Soomere, T., 2017. Propagation Regimes and Populations of Internal Waves in the Mediterranean Sea Basin. Estuarine, Coastal and Shelf Science, 185, pp. 44-54. doi:10.1016/j.ecss.2016.12.003
- Lamb, K.G., Polukhina, O., Talipova, T., Pelinovsky, E., Xiao, W. and Kurkin, A., 2007. Breather Generation in Fully Nonlinear Models of a Stratified Fluid. Physical Review E, 75(4), 046306. https://doi.org/10.1103/PhysRevE.75.046306
- Ruvinskaya, E.A., Kurkina, O.E., Kurkin, A.A. and Naumov, A.A., 2015. Transport of Particles at the Propagation of Breathers of Internal Gravity Waves. Fundamentalnaya i Prikladnaya Gidrofizika, 8(3), pp. 53-61 (in Russian).
- Rouvinskaya, E., Talipova, Т., Kurkina, O., Soomere, T. and Tyugin, D., 2015. Transformation of Internal Breathers in the Idealized Shelf Sea Conditions. Continental Shelf Research, 110, pp. 60-71. https://doi.org/10.1016/j.csr.2015.09.017
- Rouvinskaya, E., Kurkina, O., Kurkin, A. and Lobovikov, P., 2017. Internal Breathers' Loads on Marine Facilities. In: Mediterranean Coastal Foundation, 2017. 13th International MEDCOAST Congress on Coastal and Marine Sciences, Engineering, Management and Conservation, MEDCOAST 2017. Mugla, Turkey: MEDCOAST. Vol. 2, pp. 1191-1202.
- Rouvinskaya, E., Kurkina, O., Kurkin, A. and Lobovikov, P., 2017. Particle Transport by Internal Breathers. In: Mediterranean Coastal Foundation, 2017. 13th International MEDCOAST Congress on Coastal and Marine Sciences, Engineering, Management and Conservation, MEDCOAST 2017. Mugla, Turkey: MEDCOAST. Vol. 2, pp. 1179-1190.