2. A magnetic field S2.5T × (†)² | 250 T × () for t > 10s for t <10s B(t) is oriented into the page. A square loop with side length l=10 cm composed of conducting material is oriented perpendicularly to the magnetic field, as in Figure. The resistance of the loop is R=100 2. (a) Calculate the Eind and Iind induced in the loop at t = 2 s. Indicate the direction of Iind- (b) Calculate the Eind and Iind induced in the loop at t = 20 s. Indicate the direction of Iind- (c) Calculate the energy dissipated by the loop between t = 2s and t = 20s.

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2. A magnetic field
S2.5T × ()
| 250 T × () for t > 10s
for t <10s
B(t)
-2
is oriented into the page.
A square loop with side length l= 10 cm composed of conducting material is oriented
perpendicularly to the magnetic field, as in Figure. The resistance of the loop is
R=100 2.
(a) Calculate the Eind and Iind induced in the loop at t = 2 s.
Indicate the direction of Iind-
(b) Calculate the Eind and Iind induced in the loop at t = 20s.
Indicate the direction of Iind-
(c) Calculate the energy dissipated by the loop between t = 2s and t = 20s.
BONUS:
Calculate the energy stored in 1 cm³ of space having a magnetic field B equal to the one at
t = 1s.
X X
X X X
Transcribed Image Text:2. A magnetic field S2.5T × () | 250 T × () for t > 10s for t <10s B(t) -2 is oriented into the page. A square loop with side length l= 10 cm composed of conducting material is oriented perpendicularly to the magnetic field, as in Figure. The resistance of the loop is R=100 2. (a) Calculate the Eind and Iind induced in the loop at t = 2 s. Indicate the direction of Iind- (b) Calculate the Eind and Iind induced in the loop at t = 20s. Indicate the direction of Iind- (c) Calculate the energy dissipated by the loop between t = 2s and t = 20s. BONUS: Calculate the energy stored in 1 cm³ of space having a magnetic field B equal to the one at t = 1s. X X X X X
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