Electromagnetic fields satisfying the condition \(B\wedge (\nabla \wedge B)=0\) (Q1115776)
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scientific article; zbMATH DE number 4087357
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Electromagnetic fields satisfying the condition \(B\wedge (\nabla \wedge B)=0\) |
scientific article; zbMATH DE number 4087357 |
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Electromagnetic fields satisfying the condition \(B\wedge (\nabla \wedge B)=0\) (English)
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1988
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It is proved that (1) electromagnetic fields with electric and magnetic components parallel to one another are solutions of Maxwell's equations; (2) the equation \(B\wedge (\nabla \wedge B)=0\) (B is the magnetic field) is gauge and relativistically-invariant for systems of reference moving with velocity \(v/c=E\wedge B(1+v^ 2/c^ 2)/(E^ 2+B^ 2)\).
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force-free fields
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relaxed state of plasma
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electromagnetic fields
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Maxwell's equations
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