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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
t → ∞ , 2) modeli iZleva δ → 0 , xolo 3) modeli- δ → δ 0 , romelic−1emTxveva 2) modelis sawyis sisqes ( ) 1 2δ = λ m α .0 62) da 3) variantebis ricxviTi analizisaTvis, gansxvavebiT1) modelisagan, gamoviyenoT saWiro parametrebis sxvamniSvnelobebi. am SemTxvevebSi fizikurad gamarTlebuliamagnitosferos dRis mxaris mTeli sazRvris maxasiaTebelisidideebis gamoyeneba. amrigad, formalurad 1) modelimisadagebulia magnitosferos Subla areze, sadac maqsimaluradiCens Tavs magnitosferos dedamiwis magnituri velis ganapiraZalwirebis perioduli deformaciebi [53], romelTac SeiZlebagavlena hqondeT magnitur siblanteze. nax.5-ze mocemulia magniturisasazRvro fenis sisqis droSi yofaqcevis xasiaTi mzisqaris parametrebis zeda mniSvnelobebis nakrebisaTvis, anu rocaτ 0 = 500 wm, 7V0 = 4 ⋅10sm/wm,l 0 = 1010sm,014λ0 = 10 sm 2 /wm. rogorcaRvniSneT, aseTi sidideebi damaxasiaTebelia wynari da naklebadSeSfoTebuli mzis qarisaTvis [3].mδ ,sm4 x 1083.5332.521.5120.500 50 100 150 200 250 300 350 400 450 500t,snax.5. sasazRvro fenis yofaqceva droSimagnituri velis daZabulobis gansazRvris Semdeg magnitopauzazegenerirebuli msxvilmasStabovani eleqtruli velisganawileba, msgavsad (2.2.18)-sa, miiReba (2.2.17)-dan. magram, arsebobsagreTve sxva gzac, Tu omis kanonSi denis simkvrive75
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marine CxituniZemagnituri velis top
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საქართველოს
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miRebuli mzis qaris plazmis anomalu
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the identification of the top of st
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შინაარსიSesavali --
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შესავალიkosmosuri e
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talRebis maxasiaTeblebi, rogorc ide
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lebis denis gaTvaliswinebis gareSe,
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om uwyveti eleqtrogamtari garemo, m
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orive mxare unda gavyoTρCV-ze da S
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σBρE0 02V0l020B µ 0σlE0σlV0B0B
Page 23 and 24: prandlis ricxvi damokidebulia garem
Page 25 and 26: magnituri velisa da dinebis fizikur
Page 27 and 28: magnitosferos zedapirs saSualod ece
Page 29 and 30: velis urTierTqmedeba mzis qarSi Cay
Page 31 and 32: agreTve magnituri velis Zalwirebis
Page 33 and 34: iseTi modeli, romelic Sesaferisi iq
Page 35 and 36: magnitosferosTan SedarebiT, xolo ne
Page 37 and 38: 1.3 Svecis mimdevrobiTi miaxloebis
Page 39 and 40: saWiroa aRiniSnos, rom nebismieri r
Page 41 and 42: mniSvnelovania mxolod fundamentalur
Page 43 and 44: mudmivia. meore SemTxvevaSi sasazRv
Page 45 and 46: ⎛ξ ξdξ⎞δ oH ϕ hozexp a h x
Page 47 and 48: RrubelSi induqciis efeqti SeiZleba
Page 49 and 50: Ed−19nlnΛ= 3,02 ⋅10CGSE, (2.1.
Page 51 and 52: ionur-ciklotronuli aramdgradobis ga
Page 53 and 54: temperaturebis fardobaze. cnobilia,
Page 55 and 56: Seicvalos, rac, cxadia, imoqmedebs
Page 57 and 58: msjelobis safuZvelze mivida daskvna
Page 59 and 60: wverodan fuZisaken. Aamrigad, magni
Page 61 and 62: 2.2. dedamiwis meridionaluri magnit
Page 63 and 64: kosmosuri plazmuri garemosaTvis, ma
Page 65 and 66: komponenta, romelic plazmis dinebis
Page 67 and 68: 1) modelisaTvis (2.2.6) gantoleba m
Page 69 and 70: ⎛ ∂H⎜⎝ ∂xy⎞⎟⎠x=δ1
Page 71 and 72: ( δ )2⎡⎛ 22cE⎞z δ ′ x 1
Page 73: turad aramdgradia mcire SeSfoTebebi
Page 77 and 78: modelisa da magnituri siblantis dro
Page 79 and 80: Tavi III. magnitosferos mdgari zoni
Page 81 and 82: anu, Tu mzis qaris winaRoba yovelTv
Page 83 and 84: oqsimirebeli elifsoidis mcire naxev
Page 85 and 86: velis sasazRvro centralur Zalwirs g
Page 87 and 88: gaxsna magnitosferos energomomarage
Page 89 and 90: adganac aq gadaerTebis movlenas mxo
Page 91 and 92: 3.2 mdgari zonis magnituri zedapiri
Page 93 and 94: ganawileba myardeba mas Semdeg, roc
Page 95 and 96: CarCoebSi, maTematikurad koreqtulia
Page 97 and 98: azimutalur simetrias, SeiZleba brty
Page 99 and 100: CavTvaloT mdgari zonis maaproqsimir
Page 101 and 102: 3.3. plazmis siCqaris velisa da mag
Page 103 and 104: SeSfoTebas mdgari zonis RerZis mima
Page 105 and 106: 2∂ h= V2∂t2ar2∂ h,∂2zr2∂
Page 107 and 108: SeiZleba gamowveuli iyos agreTve md
Page 109 and 110: ∂2by2∂t= V2a∂2by2∂z(3.3.28)
Page 111 and 112: moZraoba erTmaneTisagan damoukidebe
Page 113 and 114: mzis qaris Termodinamikuri parametr
Page 115 and 116: zustad, misi cvlilebis diapasons, i
Page 117 and 118: sferosTan urTierTqmedebamde mzis qa
Page 119 and 120: cvlilebis Semdeg intervals:45V ≈
Page 121 and 122: SevafasoT magnitogradientuli talReb
Page 123 and 124: y / δ =0.916C ( )+ ≈ 1,2 ⋅10sm
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daskvna1. mzis qaris eleqtruli gamt
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gamoyenebuli literatura1. Тамм
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магнитогидродинам
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48. Ванишвили Г., Габ
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72. Теория турбулент
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