Charge is constant¶

The total charge of any isolated system is conserved.

Conditions:

The system is isolated, i.e. no particles can leave it.

Links:

Wikipedia.

time¶: time.

Symbol:: t
Latex:: \(t\)
Dimension:: time

total_charge¶: charge as a function of time.

Symbol:: q(t)
Latex:: \(q{\left(t \right)}\)
Dimension:: charge

law¶

Derivative(q(t), t) = 0

Latex:: \[\frac{d}{d t} q{\left(t \right)} = 0\]