Magnetic Field of Rotating Coil

AI Thread Summary
Magnetic field values are measured using a search coil, which assesses the total charge passing through the coil during changes in magnetic flux. To calculate the magnetic field (B) for a 61-turn coil with a resistance of 194Ω and a cross-sectional area of 44.5m², one must consider the charge of 4.76E-4C as the coil rotates from perpendicular to parallel with the magnetic field. The electromotive force (emf) is determined by the change in flux, which is influenced by the coil's orientation and the time taken for the rotation. A visual representation can aid in understanding the changes in area and flux. Accurate calculations require a clear understanding of the relationships between charge, current, and time.
dukesolice
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Moved from a technical forum, so homework template missing
Magnetic field values are often determined by using a device known as a search coil. This technique depends on the measurement of the total charge passing through a coil in a time interval during which the magnetic flux linking the windings changes either because of the motion of the coil or because of a change in the value of B. As a specific example, calculate B when a 61-turn coil of resistance 194Ω and cross-sectional area 44.5m2 produces the following results: A total charge of 4.76E-4C passes through the coil when it is rotated in a uniform field from a position where the plane of the coil is perpendicular to the field to a position where the coil's plane is parallel to the field.

I know the formula emf = -change in flux, but I don't know how to get the change in the area and how to use the charge given.
 
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Hello duke, :welcome:

This looks a lot like homework, so please post there and use the template ! Show what you've done so far and we'll help you.

In exchange: when the coil is parallel to the field, flux is zero.
And charge is the integral of current over time - the time needed to turn the coil !

A drawing helps immensely, too !
 
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