marine CxituniZe marine CxituniZe magnituri velis topologiuri ...

ganviTareba. (3.1.3) pirobis dakmayofileba mxolod erT wertilSi(magnitosferos kritikul wertilSi) formalurad ar zRudavsamocanis zogadobas. marTlac, Tu am pirobas akmayofilebs,centraluri wiris garda, kritikuli wertilis maxlobeli sxvawirebis ojaxi, maSin anihilaciis (gadaerTebis) wertilismagivrad gveqneba gadaerTebis xazi, mogezuli y .-ismimarTulebiT. aRvniSnavT, rom msjelobisaTvis gansakuTrebulimniSvneloba ara aqvs, Tu rogor moxda magnituri velisanihilacia. principSi, es movlena SesaZlebelia moxdes aramxolod sakmarisad intensiuri smv-s samxreTi mdgenelisarsebobis pirobebSi, aramed magnitosferos winamdebareCapliginis mdgari zonis fuZeSi magnituri velisgansakuTrebuli topologiis gamoc. kerZod, mdgari zonissazRvarze koncentruli magnituri maryuJebis modeli uSvebsgeomagnituri velis anihilaciis SesaZleblobas magnitosferoskritikuli wertilis maxloeblobaSi [54].algebruli mrudebis Teoriidan cnobilia, rom wertili,romelSic sruldeba piroba (3.1.3), warmoadgens gansakuTrebulwertils, romlis tipi damokidebulia diskriminantis niSanze[55,56]2∂ F∆ =2∂x2∂ F2∂z2⎡ ∂ F ⎤− ⎢ ⎥⎣∂x∂z⎦2(3.1.4)zogad SemTxvevaSi meore rigis mruds SeiZleba gaaCndes samitipis gansakuTrebuli wertili: a) gansakuTrebuli wertili,romelSic mrudi Tavis Tavs kveTs, rac niSnavs, rom gvaqvsWeSmariti kvanZi ( ∆ < 0 ); b) wertili, romelSic mruds gaaCnianiskarti ( ∆ = 0 ); g) izolirebuli gansakuTrebuli wertili,romelic mruds ar ekuTvnis, e.i. warmosaxviTi (moCvenebiTi)kvanZi ( ∆ > 0 ). aSkaraa, rom Cvens modelSi gansakuTrebuliwertilebis maTematikurad SesaZlebeli variantebis realizaciadakavSirebulia fizikur realobasTan maTi adeqvturobisxarisxTan. aqedan gamomdinare, moviTxovoT, rom geomagnituri84