Pages that link to "Item:Q942258"
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The following pages link to The integral equation approach to kinematic dynamo theory and its application to dynamo experiments in cylindrical geometry (Q942258):
Displaying 15 items.
- Numerical simulations of liquid metal experiments on cosmic magnetic fields (Q407734) (← links)
- The integral equation method for a steady kinematic dynamo problem (Q598382) (← links)
- An integral equation approach to the unsteady convection-diffusion equations (Q668792) (← links)
- Impact of small scale turbulent flows on dynamo actions (Q736376) (← links)
- Ambivalent effects of added layers on steady kinematic dynamos in cylindrical geometry: application to the VKS experiment (Q860028) (← links)
- Electro-vortex flow simulation using coupled meshes (Q1649861) (← links)
- A description of self-exciting dynamos in Cartesian and cylindrical geometries (Q1964451) (← links)
- A high order scheme for unsteady heat conduction equations (Q2008853) (← links)
- A hybrid finite difference-boundary element procedure for the simulation of turbulent MHD duct flow at finite magnetic Reynolds number (Q2374890) (← links)
- (Q4363104) (← links)
- Steady dynamos in finite domains: an integral equation approach. (Q4500861) (← links)
- Integral equations in MHD: theory and application (Q5875992) (← links)
- Numerical simulation of a spherical dynamo excited by a flow of von Kármán type (Q5876521) (← links)
- Generation of axisymmetric modes in cylindrical kinematic mean-field dynamos of VKS type (Q5876523) (← links)
- An integral equation approach to two-dimensional incompressible resistive magnetohydrodynamics (Q5879323) (← links)