Verification of numerical simulation of suspended matter distribution under marine dumping process
The several of finite-difference schemes in flat and spatial statement of the dumping processes have been observed. Verification of numerical experiments and model’s calibration is the important phases of mathematical simulation. The results of calculation by fundamental solution are the single corrected source for numerical simulation without data in situ. The several of finite-difference schemes in flat and spatial statement of equation for unsteady turbulent diffusion have been proposed.
The comparison of numerical simulation with calculations based on the fundamental formulas and also with data in situ was done. It was established that the explicit finite-difference scheme is more preferably for the short time intervals. The results of numerical simulation by this scheme correspond with calculation by fundamental formula for the flat statement if coefficient Courant = 0,25 and using comparison of calculations with time shift equal the step of the finite-difference schemes.
The deviation of numerical experiment result from the direct investigations is not more then 10 – 15% under condition of small current velocity and small windy waves for the short distances from the dumping place. It was established that for these conditions are possible to calculate the horizontal coefficient of turbulent diffusion by Karaushev’s formula.
Yurasov S.N., Gorun V.V. Primenenie konechno-raznostnyh shem pri modelirovanii neustanovivsheisya turbulentnoy dif-fuzii vzvesi v vodnom potoke [Application of finite difference schemes for modeling of unsteady turbulent diffusion of particulate matter in the water flow]. Ukr. gìdrometeorol. ž.– Ukranian hydrometeorological journal, 2014, no.14, pp.182-194.
Yurasov S.N., Gorun V.V. Matematicheskaya model neustano-vivsheisya turbulentnoi diffuzii vzvesi v vodnom potoke [A mathematical model of unsteady turbulent diffusion of particulate matter in the water flow]. Meteorologіya klіmatologіya ta gіdrologіya. - Meteorology, climatology and hydrology, 2010, Issue 51, pp. 189-199.
Ivchenko V.O., Klepikov A.V., Kozlov V.F. et al. Praktikum po dinamike okeana [Practical work on Ocean Dynamics]. Sankt-Peterburg, Gidrometeoizdat, 1992, 320 p. (Eds: Nekrasov A.V., Pelinovskiy E.N.)
Vaters K., Torn М. Eksperimentalnoe sravnenie sposobov udaleniya grunta samootvoznim zemlesosnim snaryadom [Experimental comparison of methods for removing soil samootvoznym suction dredger]. Tehnologiya gidromehanizirovannih zemlyanih rabot - Technology of the gidromekhanized earthmovings, 1980, pp.233-250.
Berlinskiy N.A. Dinamika tehnogennogo vozdei_stviya na prirodnie kompleksi ustevoi oblasti Dunaya [Dynamics of anthropogenic impact on natural systems mouth area of the Danube]. Odessa, Astroprint, 2012, 252 p.
Goncharov A.A. Issledovanie i modelirovanie processa rasprostraneniya vzvesi v morskoi srede pri sbrose grunta. Avtoref. diss. kand. geogr. nauk. [Research and modeling of the spread of suspended matter in the marine environment at the disposal site. Autoabstract of the diss. cand. geogr. sci]. Moskow, 1986, 24 p.
Karaushev A.V. Metodicheskie osnovi ocenki i reglamentirovaniya antropogennogo vliyaniya na kachestvo poverhnostnih vod [Methodical bases of assessment and regulation of anthropogenic impact on surface water quality]. Leningrad, Gidrometeoizdat, 1987, 285 p.
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