marine CxituniZe marine CxituniZe magnituri velis topologiuri ...

⎛ ∂H⎜⎝ ∂xy⎞⎟⎠x=δ1 −= 0 = + λ0δ1m( 1+β sin( πtτ ))0⎡⎛δ'⎢⎜2⎢⎣⎝ δes gantoleba zogadad miekuTvneba pirveli rigis cvladkoeficientebian araerTgvarovan gantolebaTa klass−12⎞ ⎛2x δ'x δ ⎞⎤− ⎟ + ⎜ ⎟α− x +⎥2 6 ⎠ ⎝ δ 6 ⎠⎥⎦romlis zogadi amonaxsnia( x) y Q( x)y ′ + p = ,[ dxQ exp( Pdx)+ C] exp( )∫ ∫ − ∫y = Pdx ,sadac C -ganuzomeli mudmiva isazRvreba sawyisi pirobidan [50].amrigad, gveqneba⎛ 6λδ = ⎜⎝ α0m⎞⎟⎠1 2⎡⎢1+⎢⎣α2α2+ πβ2τ201 2⎛ ⎛( ) ⎞⎤⎜t ⎞ π ⎛ t ⎞ π −αt⎟sin ⎜π⎟ − cos⎜π⎟ + e⎥ , (2.2.15)⎝ ⎝ τ0⎠ ατ0⎝ τ0⎠ ατ0⎠⎥⎦δ = - magnituri sasazRvro fenis sisqis sawyisi06λ0mαsadac ( ) 1 2mniSvnelobaa ( t = 0).8δ ⋅ 10 − sm2.521.510.5100 200 300 400 500t , wmnax.3. modeli 1), mhd sasazRvro fenisyofaqceva droSi69