- #1

FG_313

- 17

- 1

**E**=∂[t]

**B**=

**0**(partial derivative in relation to time), you get the magnostatic equations. What I'm wondering is: can we get that ∂[t]

**E**=∂[t]

**B**=

**0**by assuming steady currents (∂[t]ρ=0) and using the maxwell's equations? The motivation for this question is that the condition for being in magnostatics is steady currents, so the Maxwell's equations should reflect:

(Steady currents)⇒(Magnostatics equations). I believe I've proved the other direction of the implication, but not the one above, that is the most interesting for me: it would mean that, given the maxwell's equation, we can never have non-static situations coming from a "static" current distribution. Please contribute.