Modeling of CollisionsEditions Scientifiques et Medicales Elsevier, 1998 - 222 من الصفحات |
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النتائج 1-3 من 36
الصفحة 34
... given by the field between two collisions is small compared to the one given in a collision ; we recognize here in particular the necessary condition for neglecting runaway electrons ( H. Dreicer ( 1960 ) ; [ 24 ] , §45 ) . We are also ...
... given by the field between two collisions is small compared to the one given in a collision ; we recognize here in particular the necessary condition for neglecting runaway electrons ( H. Dreicer ( 1960 ) ; [ 24 ] , §45 ) . We are also ...
الصفحة 146
... given by : e ( t , x ) = 2 1/1 ↓ | § - u \ 2 ƒ ( t , x , § ) dę ≥ 0 . Rd The pressure tensor P in the momentum equation ( 12.18 ) is given by : ― P1j ( t , x ) = ↓ ( §i − us ) ( §j − u , ) f ( t , x , § ) d§ . Rd And the energy ...
... given by : e ( t , x ) = 2 1/1 ↓ | § - u \ 2 ƒ ( t , x , § ) dę ≥ 0 . Rd The pressure tensor P in the momentum equation ( 12.18 ) is given by : ― P1j ( t , x ) = ↓ ( §i − us ) ( §j − u , ) f ( t , x , § ) d§ . Rd And the energy ...
الصفحة 194
... given by : D ' ( Rd × ( T1,0 ] ) for T2 = 0 , σ ( v ) € C1 ( Rd ; R ) with EL ( R ) if the solution of ( 18.10 ) o ( v ) 1 + 1v1 D ' ( Rd × ( T1 , T2 ) ) for T1 < 0 < T2 , w ( x , v , t ) = n ( x , t ) 8 ( u ( x , t ) – v ) in D ' ( Rd × [ ...
... given by : D ' ( Rd × ( T1,0 ] ) for T2 = 0 , σ ( v ) € C1 ( Rd ; R ) with EL ( R ) if the solution of ( 18.10 ) o ( v ) 1 + 1v1 D ' ( Rd × ( T1 , T2 ) ) for T1 < 0 < T2 , w ( x , v , t ) = n ( x , t ) 8 ( u ( x , t ) – v ) in D ' ( Rd × [ ...
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atomic species average ion Boltzmann Equation Braginskii charge collision frequencies collision integrals collisional conservation equations Coulomb logarithms defined density different masses diffusion distribution function electric field electron-ion energy equation equal mass ions equation set equations 1-2 equilibrium fluid equations Fokker-Planck Galilean invariance gradient heat flux heavy ions hydrodynamics interaction interdiffusion ion species ionic Landau's Lemma limit linear magnetic field Maxwellian distributions Maxwellian estimate mean free paths mean velocity momentum and energy multi-fluid equations neutral plasma Ohm's law Onsager symmetry perturbation calculation perturbation equations Phys plasma oscillations plasma physics quantum Raß relative velocities scalar second order solution temperature equalization tensor thermal transport coefficients transport equations U₂ uncoupling vector viscosity Yaß αα αβ βα Μα тв ть მა