Dynamo Set Up and Rotation Direction's Effect on Self-Excited DC Generator

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The discussion centers on the impact of rotation direction on the performance of a self-excited DC generator. The main question raised is how induced electromotive force (emf) can occur without an initial magnetic field and how rotation direction affects current generation. It is noted that a small "stray" magnetic field can initiate current flow when the disk rotates under torque, influencing the overall magnetic field. The interaction between the generated current and the initial magnetic field is crucial, as it can lead to a feedback loop that enhances current flow, but only if the rotation is in the correct direction. The conclusion emphasizes the need to determine the correct rotational direction and its dependence on the orientation of the initial stray magnetic field.
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Homework Statement


There is a picture of two possible set ups for a dynamo-- the only difference I can see is the direction in which the main shaft rotates. He says that it is a "self-excited dc generator" because the rotation of the shaft inside of the single loop coil provides the changing flux which provides the emf which provides the current for the dc circuit.


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The Attempt at a Solution


I'm completely lost. First of all, if there is no magnetic field to begin which, how can there be any induced emf? There would be no reason for charge carriers to move unless there IS an external B-field, I would think...

Secondly, how could the direction of rotation influence the emf in such a way that one direction of rotation produces no current while the other direction does?
 
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You can assume that at the start there would be a small "stray" magnetic field that would have a vertical component. Then, rotating the disk with an externally applied torque will result in an induced current in the disk and in the nonrotating circular wires connected to the disk by commutators. If the current in the wires produces a magnetic field in the same direction as the initial vertical component of the stray field, the net B field will increase. Hence, more current will flow which will increase B some more which will increase the current even more, etc. This will happen in Purcell's sketch only if the disk rotates in the correct direction. You have to decide which direction is the right one. And check to see if the answer depends on whether the initial stray field had a vertically upward component or a vertically downward component.
 
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