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Magnetohydrodynamic flows sustaining stationary magnetic nulls
Vyacheslav S. Titov,
Gunnar Hornig
Research output
:
Contribution to journal
›
Article
›
peer-review
13
Citations (Scopus)
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Dive into the research topics of 'Magnetohydrodynamic flows sustaining stationary magnetic nulls'. Together they form a unique fingerprint.
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Keyphrases
Magnetic null Points
100%
Magnetohydrodynamics
100%
Null Point
75%
Spine
75%
Magnetic Field
75%
Aligned Flow
50%
Crossing Flow
50%
Two Dimensional
25%
Exact Solutions
25%
Field Lines
25%
Non-ideality
25%
Velocity Field
25%
Resistive Magnetohydrodynamics
25%
Magnetic Field Lines
25%
Magnetohydrodynamic Equations
25%
Incompressible Flow
25%
Current Density
25%
Nontrivial Solutions
25%
Pressure Distribution
25%
Three-dimensional Magnetic Field
25%
Invariant Manifolds
25%
Topological Skeleton
25%
Crossed Magnetic Fields
25%
Stagnation Point
25%
Stationary Fields
25%
Spiral Flow
25%
Absolute Value
25%
Accidental Coincidence
25%
Hyperboloid
25%
Topological Equivalence
25%
Isosurface
25%
Engineering
Magnetic Field
100%
Magnetohydrodynamics
100%
Null Point
75%
Two Dimensional
25%
Field Line
25%
Velocity Field
25%
One Dimensional
25%
Magnetic Field Line
25%
Resistive
25%
Incompressible Flow
25%
Explicit Expression
25%
Iso
25%
Characteristic Feature
25%
Nontrivial Solution
25%
Parallel Component
25%
Absolute Value
25%
Spiral Flow
25%
Pressure Distribution
25%
Stagnation Point
25%
Mathematics
Null
100%
Magnetic Field
62%
Spiral
50%
Invariant Manifold
12%
Nontrivial Solution
12%
Coincides
12%
Incompressible Flow
12%
Absolute Value
12%
Explicit Expression
12%
Velocity Distribution
12%
Physics
Magnetic Field
100%
Magnetohydrodynamic Flow
100%
Magnetohydrodynamics
25%
Stagnation Point
25%
Pressure Distribution
25%
Incompressible Flow
25%