brantc
Muse
- Joined
- Feb 14, 2009
- Messages
- 541
Anyway, I'm glad you have backed off from the nonsensical view that reconnection somehow violates Maxwell's Equations, which IIRC was your view for a long time because you thought reconnection involved broken field lines.
It only violates Maxwells equations if you say that magnetism is providing the energy for the "reconnection" process. But since we all know that magnetism requires a current flow(see my previous post), then with this assumption it does not.
Also magnetism is a field effect so there are no lines, right? Only gradients.
And at every point that the field is changing, it is a scalar(change in amplitude at a single point) not a change in a field line.. Then you can associate a vector with 2 scalars to show the direction of gradient. But you already know that.
The field lines trace gradient contours so if you have an instantaneous change at a point in the gradient, then the calculated field line moves to reflect this but there are no physical lines reconnecting. Only magnetic gradients following the flow of current. As the current changes in amplitude the magnetic gradient changes.
