| 1. | One is the cross product of the velocity and magnetic field vectors.
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| 2. | Vector ), and amplitude of the electric field vector.
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| 3. | This is how the electromagnetic field tensor decomposes into electric and magnetic field vectors.
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| 4. | This is the angle between the particles'velocity vector and the magnetic field vector.
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| 5. | Coloured arrows depict the electric field vector.
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| 6. | The electric and magnetic field vectors are sinusoids perpendicular to each other and the direction of propogation.
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| 7. | The density, thermal pressure and tangential component of the magnetic field vector can be discontinuous across the layer.
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| 8. | In electrodynamics the strength and direction of an electric field is defined by what is called an electric field vector.
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| 9. | The electric field and the magnetic field vectors at a designated point rotate with preserved length and angle between them.
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| 10. | In the case of circular polarization, the electric field vector of constant magnitude rotates in the x-y plane.
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