How Do You Calculate Hall Voltage Across a Ribbon?

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To calculate the Hall voltage across a ribbon, the Hall effect principle is applied, which states that a potential difference arises when an electric current flows through a conductor in a magnetic field. The Hall voltage can be expressed as V(hall) = R_h * J * B * w, where R_h is the Hall coefficient, J is the current density, B is the magnetic field strength, and w is the width of the ribbon. The Hall coefficient (R_h) is measured in OHM*m/tesla and is crucial for the calculation. Understanding these relationships allows for determining the Hall voltage effectively. This foundational knowledge is essential for solving related problems in electromagnetism.
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Hey there.
Trying to figure out how to find a hall voltage across a ribbon. I'm given J, B, and some other factor: R-sub-h OHM*meter/tesla. (no clue what this is... :redface: )I'm also told to assume the charge carriers are e-'s. I understand that the hall effect is used to determine which charges are actually moving, but i can't really understand how the hall voltage is determined outside of V(hall) = q*width of ribbon*B.

I'm really not looking for an answer, but some general guidelines or tools that will help me solve the problem. Thanks in advance.
 
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Hi there! The Hall voltage is determined by the Hall effect, which states that when an electric current passes through a conductor in the presence of a magnetic field, a potential difference is created across the conductor. In other words, the Hall voltage is the ratio between the electric current and the magnetic field. As for the R-sub-h OHM*meter/tesla, this is the Hall coefficient, which is used to calculate the Hall voltage. To find the Hall voltage, you need to multiply the Hall coefficient by the current, the width of the ribbon, and the magnetic field strength. Hope this helps!
 
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