- #106
BruceW
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If we define emf as the closed integral of E*dL, then you can choose whatever path of integration you want. That's the beauty of Maxwell's equations. An emf does not necessarily have to cause a movement of charge. Of course, you can define emf differently. I don't know what is the most commonly-used definition of emf.cabraham said:But it becomes indeterminate. What is the value? What is the path of integration? When a conductor is present there is a definite path of integration meaning that we can compute a specific value. Without a conductor where is the path? How can we transport a charge along an arbitrary path without a conductor in place? Think about what you're saying.