A copper strip (n = 8.47 ✕ 1022 electrons per cubic centimeter) 2 cm wide and 0.05 cm thick is used to measure the magnitudes of unknown magnetic fields that are perpendicular to the strip. Find the magnitude of B for the following Hall voltages when I = 21 A.
(a) VH = 2.00 µV
T
(b) VH = 5.25 µV
T
(c) VH = 8.00 µV
T
The field B is given as
B = V * t * e * n / I
where V is hall voltage, I is current, t is thickness and e is charge,
so,
(a) For V = 2 uV = 2e-6 V
B = 0.6453 T
(b) For V = 5.25 uV
B = 1.694 T
(c) For V = 8 uV
B = 2.581 T
A copper strip (n = 8.47 ✕ 1022 electrons per cubic centimeter) 2 cm wide and...
A metal strip 2.50 cm wide and 1.80 cm thick carries a current of 25.9 A in a region containing a perpendicular uniform magnetic field of strength 1.65 T. The Hall voltage across the 2.50 cm width of the strip is measured to be 4.36 μV. Calculate the drift speed of the electrons in the strip. Find the number density of the charge carriers in the strip (in m-3).
A strip of copper 2.1 cm wide carries a current I = 28.5 A to the right (see figure below). The strip is in a magnetic field B = 4.5 T into the page. (a) What is the direction of the average magnetic force on the conduction electrons? upward downward (b) The Hall voltage is 18.5 μV. what is the drift velocity? _______ mm/s
: A metal strip 2 cm wide and 1 mm thick is placed in a magnetic field with B= 1.6 eberm2 such that thefield is normal to the surface of the strip. If a Hall voltage of 22㎶ develops across the strip when a current of 220 A is set up in the strip, find the number of conducting electrons per unit volume in the metal strip?