marine CxituniZe marine CxituniZe magnituri velis topologiuri ...

kargad aris Seswavlili Teoriulad da farTod gamoiyenebateqnikaSi [51,52]. rac Seexeba mhd sasazRvro fens, inerciis efeqtimasSi jer kidev gamosakvlevia, rac sakmaod rTuli amocanaa, TugaviTvaliswinebT mhd SemTxvevaSi SesaZlo fizikuri efeqtebismravalferovnebas. amas ukavSirdeba agreTve realobasTanmaqsimalurad adeqvaturi magnituri siblantis koeficientismaTematikuri modelirebis problemac.igive gziT, (2.2.13) ganawilebis msgavsad, SvecismimdevrobiTi miaxloebis meTodiT, miviRebT magnituri siblantis2) da 3) modelebis Sesabamis magnituri velis Semdegganawilebebs2) H⎞⎜⎛ x1 − ⎟ + H⎝ δ ⎠=−1y H 00λ0mx3) H y = H 0 ( 1−) +δetτ⎡⎛ 3⎞ ⎛3 2δ ′ x δ ′ x x⎢⎜⎟ + ⎜− xα−2⎢⎣⎝ δ 6 6 ⎠ ⎝ 3δ20δ⎞⎤+ x⎟⎥2 ⎠⎥⎦(2.2.19)+ H0λ−10m⎛⎜( 1−e⎜⎝−τ−1t⎞ ⎡33 2⎟ δ′ x δ′ x x δ ⎤0) ⎢(− x ) + α(− + x )⎟⎥ . (2.2.20)2⎣ δ 6 6 3δ2 6⎠⎦magnituri sasazRvro fenis sisqe ganisazRvreba ukve cnobili⎛ ∂Hy ⎞pirobidan ⎜ ⎟= 0⎝ ∂x⎠x=δ2)⎡−1⎛t ⎤⎢⎛ ⎞− ⎞−1−αt +⎜−⎟⎥⎢⎜ −α t6 λ m e⎟ eτ0 α 1e , (2.2.21)⎜ ⎟⎥⎣⎝ ατ 0 ⎠ ⎝ ⎠⎦2 1=−δ0⎡−1⎛t⎞⎤⎢⎞−=−1−αt⎜ ⎟⎜ τ −αt6⎟. (2.2.22)2 1⎛3) ( − ) +⎢ ⎜ −⎟−⎜ ⎟⎥ ⎥ 0δ λ0mα1 e 1 e e⎝ ατ 0 ⎠ ⎝ ⎠⎦roca = 0⎣2) modelisaTvis magnituri sasazRvro fenis sawyisi sisqe,−1t , ( ) 1 2δ = λ m α . e.i. am SemTxvevaSi, 1) modelis0 60msgavsad, magnitur sasazRvro fenas apriori gaaCnia raRac sisqe.3) modelis SemTxvevaSi δ 0 = 0 , roca t = 0 . rogorc vxedavT, roca74