The Bennett pinch is the simplest non-trivial equilibrium derivable from this formalism, and when axial symmetry ispresent, a general equilibrium is found by numerically solving the Grad-Shafranov equation. Under this formalism, whenthe E-cross-B driftft dominates and the medium under analysis contains particles undergoing gyromotion, the ideal Ohm's Lawcan be derived. This formalism is used to derive the existence of tra
The Bennett pinch is the simplest non-trivial equilibrium derivable from this formalism, and when axial symmetry ispresent, a general equilibrium is found by numerically solving the Grad-Shafranov equation. Under this formalism, whenthe E-cross-B driftft dominates and the medium under analysis contains particles undergoing gyromotion, the ideal Ohm's Lawcan be derived. This formalism is used to derive the existence of transversely propagating incompressible Alfven waves in themedium being analyzed. This formalism adds a term equal to the cross product of the current with the magnetic fiÂeld to theordinary flfluid equation of motion, and is generally less accurate but more tractable than the Vlasov formalism. For 10 points,identify this theoretical framework which treats plasma interacting with a magnetic Âfield as a continuous flfluid medium.
The Bennett pinch is the simplest non-trivial equilibrium derivable from this formalism, and when axial symmetry ispresent, a general equilibrium is found by numerically solving the Grad-Shafranov equation.
Magnetohydrodynamics