(b) 0.25 mV, 92.6 ?A, (c) 4.63 ?N
length,l=10cm
breadth, b=5cm
dB/dt=0.1 T/sec
resistance,R=2.7 ohms
a)
here,
the magnetic flux increases,
now according to Lenz's law,
the induced current will produce the magnetci field which try to
decreases the flux,
hence, the direction of current should be
anticlockwise.
b)
emf=A*dB/dt
=(l/2*b)*dB/dt
=(10/2*5)*10^-4*0.1
=2.5*10^-4 v
current,I=emf/R
=2.5*10^-4/(2.7)
=9.26*10^-5 A
c)
if B=1T
the only force acts on the leftside of the loop,
F=I*b*B
F=9.26*10^-5*5*10^-2*1
F=4.63*10^-6 T (direction of the force is towards the right)
d)
(i)
Fnet=0
because,
the force created by the current on the upper part gets cancelled due to lower part
similarly force on the left side part gets cancelled due to rigtside,
(ii)
Fnet =0
if the loop is completely outside the field region, then there is
no change in flux
and the induced emf is zero therefore Fnet is also
zero
(iii)
the force created by the current on the upper part gets cancelled due to lower part
and the only force acts on the loop which is along
leftside,
(b) 0.25 mV, 92.6 ?A, (c) 4.63 ?N STOP TO THINKA conducting loop is halfway into...
A circular loop of flexible conducting wire has an initial
circumference of 150cm. This loop is in a uniform 1.5 T magnetic
field, which remains parallel to the loop's area vector. The loop
begins to shrink, decreasing the circumference at a rate of 5
cm/s.
A) Calculate the EMF around the loop 4 seconds after it begins
to shrink
B) Is the EMF increasing or decreasing with time?
C) Calculate the change in magnetic field required to keep the
EMF...
1) Parts A-E refer to the following figure of a circular loop of conducting wire. In the figure, Region I has a uniform magnetic field in the direction shown and Region II has no magnetic field. a) If the loop moves to the right and starts to move into Region II, what is the direction of the induced current in the wire? Circle the correct response. a) Clockwise. b) Counterclockwise. c) There is no induced current. b) If the loop moves straight down and remains...
Consider a conducting loop placed on a horizontal plane in a region of uniform magnetic field directed downward. If the magnitude of the magnetic field begins to decrease, what will the direction of the induced current in the loop be? Select one: a. Clockwise, so that the magnetic field of the loop is upward b. Clockwise, so that the magnetic field of the loop is downward c. Counterclockwise, so that the magnetic field of the loop is upward d. Counterclockwise,...
Problem 2: A square conducting loop of length 20cm is placed in a region with magnetic field that changes with time: B = (B. - a t)(-ĉ), where B, and a are known constants. a) Find the total magnetic flux that passes through the loop as a function of time. b) Find the Emf that is induced c) Find the induced current I (magnitude and direction) if the loop has a resistance of 222
A conducting square loop is in a uniform magnetic field B as shown. The side length of the loop is L = 60 cm, and the loop has an effective resistance of R = 0.045 Ohm. The magnitude of B decreases steadily from an initial value B_0 = 0.050 T to zero in 0.20 seconds, and stays at zero afterwards. Find the magnitude of the induced emf in the loop. What is the current in the loop? And in what...
The figure shows a current loop of dimensions 0.1 m times 0.2 m and resistance 50 Ohm being withdrawn at a velocity of 25 m/s, in the direction indicted by the arrow, from a uniform magnetic field B = 0.5 T into the page. The field is negligible outside the region covered by the x's. Refer to the above. The emf induced in the current loop is V. 0 0.25 1.25 62.5 25 Refer to the above. The current induced...
I need help on part c. I think I have the rest correct. thanks!
(8 points) A conducting loop is exposed to a varying magnetic field perpendicular to the surface of the loop as shown below. The loop has a fixed area of o.50 m2. The magnetic field varies as: B-3t 2t (B in T) a. What is the emf in the loop at a time of 2.0-s? Show your work. b. Looking at the loop from the left-hand side,...
A conducting loop is made in the form of two squares of sides s1 = 2.5cm and s2 = 6.7 cm as shown. At time t = 0, the loop enters a region of length L = 16.7 cm that contains a uniform magnetic field B = 1.1 T, directed in the positive z-direction. The loop continues through the region with constant speed v = 42 cm/s. The resistance of the loop is R = 2.7 Ω. 1) At time...
1. Consider a rectangular conducting loop of length l, width w, mass m, and resistance R. Due to gravity g, it is falling out of a uniform magnetic field that points out of the page. At the time shown in the figure, the rate at which heat is released from the loop reaches a constant value P. O © Boo O O BrŐ Figure 1: Loop falling out of a magnetic field (a) Find the magnetic field B in terms...
PROBLEM-2 A plane circular loop of conducting wire of radius r=14cm which possesses N=250 turns, is placed in xy-plane and normal to a uniform magnetic field B in +z-direction. The magnetic field-strength B is given by B=6t+3 (T). a)What is the magnetic flux in the circular loop at t=10s? (3pts) wb Upload your answer. Choose File No file chosen b)What is the electromotive force appeared in the circular loop at t=10s? (4pts) emf= V Upload your answer. Choose File No...