Hall Voltage Formula:
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Hall voltage is the voltage generated across an electrical conductor, transverse to an electric current in the conductor and a magnetic field perpendicular to the current. It was discovered by Edwin Hall in 1879.
The calculator uses the Hall voltage formula:
Where:
Explanation: The Hall voltage is directly proportional to the magnetic field strength and current, and inversely proportional to the Hall coefficient and width of the semiconductor.
Details: Hall voltage measurements are crucial for determining carrier concentration in semiconductors, measuring magnetic fields, and in various sensor applications including position sensing and current measurement.
Tips: Enter magnetic field strength in A/m, electric current in A, Hall coefficient in m³/C, and width of semiconductor in m. All values must be positive numbers.
Q1: What is the Hall effect used for?
A: The Hall effect is used in various applications including magnetic field measurement, current sensing, position detection, and characterizing semiconductor materials.
Q2: How does temperature affect Hall voltage?
A: Temperature affects carrier concentration and mobility, which in turn affects the Hall coefficient and Hall voltage. Most semiconductors show significant temperature dependence.
Q3: What is the typical range of Hall voltages?
A: Hall voltages typically range from microvolts to millivolts depending on the material, current, and magnetic field strength.
Q4: Can Hall voltage be negative?
A: Yes, the sign of Hall voltage indicates the type of charge carriers (positive for holes, negative for electrons).
Q5: What materials exhibit the Hall effect?
A: All conductors and semiconductors exhibit the Hall effect, though it's most pronounced and useful in semiconductors.