marine CxituniZe marine CxituniZe magnituri velis topologiuri ...

H 2 y = 0 , roca x = 0 ; H 2 y = 0 , roca x = δ . (2.2.12)rogorc aRvniSneT, parkeris modelSi hidrodinamikuri siCqareTavelis komponentebis xazovan koordinatebze wrfividamokidebulebis gamo, magnituri sasazRvro fenis sisqedamokidebuli iqneba mxolod droze. rac Seexeba sasazRvrofenaSi magnituri velis ganawilebas, mas aqvs Semdegi saxe:HHy0⎛ x ⎞= ⎜1−⎟ + λ⎝ δ ⎠−10m[ 1+ β sin( πt/ τ )]⎡⎛δ'× ⎢⎜2⎢⎣⎝ δ0−1×3⎞ ⎛3x δ'x x− ⎟ + α⎜−6 6 ⎠ ⎝ 3δ2x2, (2.2.13)δx⎞⎤+ ⎟⎥6 ⎠⎥⎦sadac Strixi aRniSnavs t -s mixedviT warmoebuls. SedarebisTvisdifuziur modelSi1 20 m )δ = ( 4λt , xolo magnituri velisdganawileba magnitopauzisaTvis warmodgenilia (2.2.2)-is msgavsiformuliTHHy0⎛ x≈ Erfc⎜⎝ δ d⎞⎟ , (2.2.14)⎠sadac Erfc - cdomilebis funqciis dazustebaa.magnituri sasazRvro fenis sisqis analizuri gamosaxuleba⎛ ∂Hy ⎞miiReba damatebiTi pirobis gamoyenebiT ⎜ ⎟= 0 , romlis⎝ ∂x⎠fizikuri arsi afiqsirebs, rom magnitopauzis zeda sazRvarzemaekranirebeli msxvilmasStabovani deni ar arsebobs.modeli 1)-is SemTxvevaSi plazmis magnituri siblantisimpulsuri cvlileba xdeba garkveuli maxasiaTebeli mniSvnelobismimarT, rac niSnavs, rom arsebobs magnituri sasazRvrofenis raRaca sawyisi stacionaruli sisqe δ 0 , romelic Seesabamebat = 0 sawyis moments. aqedan gamomdinrex=δ68