Which law best explains peripheral nerve stimulation during MRI?

Peripheral nerve stimulation during MRI is primarily explained by Faraday's law of induction. This law describes how a change in magnetic field within a closed loop induces an electromotive force (EMF) or voltage. During an MRI procedure, rapidly switching magnetic fields can generate electric currents in conductive tissues, such as nerves. This is particularly relevant because the presence of these induced currents can lead to sensations and motor responses—the peripheral nerve stimulation experienced by patients.

While Larmor's law relates to the precession of nuclear spins in a magnetic field and is essential for understanding the resonance phenomenon in MRI, it doesn't directly address the mechanism behind nerve stimulation. Ohm's law, which defines the relationship between voltage, current, and resistance in electrical circuits, does not fully capture the concept of electromagnetic induction relevant to the neural response in the context of rapidly changing magnetic fields. The inclusion of "All of the choices" does not apply since the most direct explanation for peripheral nerve stimulation is specifically rooted in Faraday's law. Thus, Faraday's law is the best answer for understanding the phenomenon of peripheral nerve stimulation during MRI.