1. induced emd = d(flux)/dt
= d (B L x) /dt
= B L dx/dt
= B L v
2. I = e / R = B L v / R counterclockwise
3. P= V I
P = B^2 L^2 v^2 / R
Motional EMF A single rectangular loop is pulled out of a region of uniform magnetic field...
A rectangular loop of wire is pushed into a region of uniform magnetic field. Given the data in the figure, what is the magnitude of the emf induced in the one-turn loop? B into page B=0.60 T 0.20 m 10 ms ® 0.50 m 3.00 V 0.120 V 1.20 V 0.300 V 6.00 V
A rectangular loop of wire is pushed into a region of uniform magnetic field. Given the data in the figure, what is the magnitude of the emf induced in the one-turn loop? page 80601 0.20m 10m's 0.50 m 1.20 V 100V 6.00 V 0.120 V 0..300 V
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A rectangular loop of wire is pushed into a region of uniform magnetic field. Given the data in the figure, what is the magnitude of the emf induced in the one-turn loop? B Into page B0.60T 0.20m 10m's ☺ 0.50 0.300 V 0.120 V O 1.20 V 6.00 V O 3.00 V
A rectangular loop of wire lays flat on a table in a uniform magnetic field of 4.0x10^-2 T. The length of the rectangle is 2.5x10^-2 m, and the width is stretched smoothly from 5.0x10^-2 m to 7.5x10^-2 m in 0.3 seconds. How much emf is induced in the loop?
A rectangular loop (area = 0.250 m2) turns in a uniform magnetic field with B = 0.210 T. At an instant when the angle between the magnetic field and the normal to the plane of the loop is π/2 rads and increasing at the rate of 0.530 rad/s, what is the magnitude of the emf induced in the loop? 9.91E–2 V 1.47E–2 V 2.78E–2 V 5.25E–2 V 0
7.) (a) A rectangular loop of area 0.1 m2 rotates in a uniform magnetic field of B 2 T. When the angle between the magnetic field and the surface of the loop is 600 and increasing at 1 rad/s, what emf is induced in the loop? (b) The loop has turned further and has stopped with its surface parallel to the magnetic field. If the magnetic field then changes at the rate of 1 T/s, what emf is induced in...
19. A rectangular loop is situated in a uniform time-harmonic magnetic field of magnetic flux density B(t) = B, sin wt. Vector B is normal to the plane of the loop. The induced electromotive force (emf) in the loop is of the following form: (A) (B) (C) (D) (E) eind(t) = V, sin ot. Lind(t) = -V, cos 20t. Cind(t) = -V. Cind(t) = -Vo cos wt. eind(t) = 0.
In the figure below is shown a conducting loop being pulled out of a magnetic field at constant speed. The width of the loop is W = 0.27 m, the speed of the loop is v = 9.12 m/s, and magnetic field is B = 0.3 T. Measurement shows that the power being dissipated in the loop is P = 2.558 W as it is being pulled out of the field. What is the resistance of the loop? Give your...
Magnetic field region There is a uniform magnetic field of magnitude B= 1.6T and directed out of the plane of the screen in the region shown. Outside this region the magnetic field is zero. A rectangular loop o.2 mby 0.6 m and of resistance 42 and mass 8 grams is being pulled into the magnetic field by an external force as shown. - What is the direction (CW or CCW) of the current induced in the loop? Calculate the magnitude...
Faraday’s Law and Induced EMF
The figure displays a rectangular loop of wire with sides x and
y placed in a region where a uniform magnetic field ! exists. The
resistance of the loop is R. Initially the field is perpendicular
to the plane of the loop and is directed out of the page. The loop
can rotate about either the vertical or horizontal axis, passing
through the midpoints of the opposite sides, as shown.
1. Which of the following...