Can we define a circular loop with moving electrons as magnetostatic?

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A circular loop with moving electrons can still be classified as magnetostatic because the overall current remains steady despite the individual electrons accelerating in circular motion. Magnetostatics applies when the current distribution does not change over time, which is the case here. The analogy of a constant flow of water over a waterfall illustrates this concept well; while individual water volumes accelerate, the overall flow remains unchanged. Therefore, the situation can be considered magnetostatic despite the motion of the electrons. This understanding clarifies the distinction between individual particle motion and the stability of the current as a whole.
Mayan Fung
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When I learned magnetostatics. My teacher and book said that it is the case of steady current. However, if I consider a circular loop, the electrons are in fact moving in uniform circular motion. That means they are accelerating. How come we can still define it to be a magnetostatic situation
 
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Steady current means that the current distribution is not changing with time. The individual electrons may be in accelerated motion, but the total current is not changing with time. Imagine a smooth waterfall with a constant flow of water falling over it. A given volume of water accelerates as it falls, but it is replaced by a new volume of water falling into the space it just left, so that the overall flow of water is constant in time.
 
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That's a great analogy! Thanks!
 
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