marine CxituniZe marine CxituniZe magnituri velis topologiuri ...

SevafasoT magnitogradientuli talRebis speqtraluri dasivrculi maxasiaTeblebi gardamavali aris fokalur nawilSimagnituri velis wrfivi modelisaTvis (3.4.14).am mizniT Tavdapirvelad ganvsazRvroT Semdegi talRuriparametrebis maxasiaTebeli mniSvnelobebi1)CHc ∆H⋅πenaz−12= , 2) Cn= ( πMn)4∆Hz4 ⋅ , 3)k axe∆HC′ p = , (3.4.18)Mcakz2xxazovani masStabis zRvruli mniSvnelobisa ( a min da a max ) daSemdegiparametrebisaTvis:−4∆HH H = 2 ⋅10gausi (racz = z −1 z2Seesabameba geomagnituri dipolis SeuSfoTebel sididesmagnitosferos sazRvarze) da n = 20 prot.sm -3 . e.i. gvaqvsk1 = 2πda k x2 = 2πamin, romelTaTvisac C H , C n ,x a maxC′ p sidideebimniSvnelovnad gansxvavdeba igive talRuri parametrebissidideebisagan ionosferul garemoSiC H ≈ 2,5⋅10sm.w -1 ;14C ≈ 5⋅10sm.w -1 ;H25C n ≈ 1,6⋅10sm.w -1 ;166C n ≈ 1,6⋅10sm.w -1 ; (3.4.19)28C′ p ≈ 11 , ⋅10sm.w -1 ;1′ pC ≈ 5⋅10sm.w -1 .26Tu (3.4.19)-s CavsvavT (3.4.8)-(3.4.10)-Si, ganisazRvreba sakvlevitalRebis sixSiruli diapazoni magnitosferos sazRvarzemagnituri velis wrfivi ganawilebis modelis farglebSi:16C ( )+ ≈ 1,7 ⋅10sm.w -1 ;( 1)( 1)+ = C+k x1≈ 5⋅−3ω 10 w -1 ;( 1)( 1)= ω+T + 2π ≈ 1,2 ⋅10w;326C ( )+ ≈ 1,8⋅10sm.w -1 ;1ω 10 − w -1 ( 2 )( 2 ); T 2π ω ≈ 60 w;( 2 ) ( 2 )+ = C+k x2≈+= +16C ( )− ≈ 1,7 ⋅10sm.w -1 ;( 1)( 1)− = C−k x1−3( 1)( 1)= −ω ≈ 5⋅10w -1 ; T − 2πω ≈ 1,2 ⋅103w;(3.4.20)26C ( )− ≈ 1,3⋅10sm.w -1 ;( 2 )−( 2 )−x2−2( 2 )( 2 )− = −ω = C k ≈ 7,8⋅10w -1 ; T 2π ω ≈ 80 w;16C ( )n ≈ , sm.w-1 ;16⋅10( 1)( 1)n = Cnk x1−3ω ≈ 5⋅10w -1 ;T( 1)n( 1)n= 2π ω ≈ 1,2 ⋅10w;326C ( )n ≈ , sm.w-1 ;1 6 ⋅10( 2 ) ( 2 )n = Cnk x21ω ≈ 10 − w -1 ( 2 )( 2 ); T = 2π ω ≈ 63w;nn121