marine CxituniZe marine CxituniZe magnituri velis topologiuri ...

aRniSnuli mniSvnelobebi, xolo 2) da 3) modelebisaTvis iseTisidideebi, romlebic Seesabamebian araerTgvarovnebis wrfivimasStabis maqsimalur zomas da magnituri siblantis maxasiaTebelisididis zRvrul mniSvnelobas:14λ0m= 10 sm 2 .wm -1 .3 da 4-suraTebze naCvenebia δ da H y parametrebis droSiyofaqcevis xasiaTi (2.2.13) da (2.2.15) formulebis mixedviT SemdegisidideebisaTvis:12λ0 = 10 sm 2 .wm -1 ,m2β = 10 , τ 500 wm da α = 0. 01 ,0 =rasac, rogorc aRvniSneT, Seesabameba9l 0 = 2 ⋅10sm daV0 = 2 ⋅107sm.wm -1 . aRmoCnda, rom periodulad cvladi magniturisiblantisaTvis magnituri sasazRvro fenis sisqe ar icvlebadroSi sinqronulad magnitur siblantesTan erTad. erTiSexedviT, aseTi Sedegi moulodnelia, Tumca aSkaraa, rom isgamomdinareobs gareSe magnituri velis plazmis mxridanekranirebis efeqtis difuziuri bunebidan, romlisTvisacsakmarisia, rom plazmas hqondes sasruli eleqtruligamtarebloba, Tundac is anomalurad maRali iyos. amave dros,miuxedavad sasazRvro fenis sisqis inerciulobisa, magniturivelis ganawileba magnitur sasazRvro fenaSi drois mimarTarsebiTad ar icvleba, radganac inarCunebs praqtikuladavtomodelur xasiaTs drois sawyisi momentidan t ≈ 450 -wamamde.magram, maxasiaTebel drosTan τ 0 = 500 wm miaxloebisas H ymkveTrad izrdeba, rac, rogorc sCans, ganpirobebulia SvecismimdevrobiTi miaxloebis meTodis gamoyenebis aris SezRudulobiT.gavixsenoT, rom zog SemTxvevaSi iteraciuli mwkriviSvecis mixedviT ganSladia, ramac SeiZleba Tavi iCinos ukvemwkrivis pirvel wevrebSi [23,26]. Tumca, logikurad, undagavaanalizoT is variantic, roca magnituri sasazRvro fenisarastabilurobas SeiZleba hqondes fizikuri safuZveli, sulackritikuli wertilis maxloblad plazmis siCqareTa velisgansakuTrebuli xasiaTis gamo. vgulisxmobT, rom CveulebrivhidrodinamikaSi idealuri siTxis laminaruli dineba absolu-72