Emf is induced in the loop only and only if there is change in magnetic flux as per Faraday's law
Now as per the given situation area and magnetic field(zero) both are constant
Therefore there will no induced emf in the loop
Now as I=V/r .V=0 therefore i=0
No current will induce
(10 Points. Show your work/explanation for full credit) As shown in the figure, two parallel wires...
Please explain answer
(10 Points. Show your work/explanation for full credit) As shown in the figure, two parallel wires carry a current I in opposite directions, and this current is decreasing. A rectangular loop is centered between the wires. The direction of the induced current through the resistor R is I'm R b O from b to a. alternating. Therefore, it goes from a to b for a moment and then b to a later from a to b. No...
Problem 6 (10 points) Two infinitely long parallel wires are separated by a distance of 20 cm. if the wires carry current of 10A in opposite directions, calculate the force on the wires.
Problem 6 (10 points) Two infinitely long parallel wires are separated by a distance of 20 cm. if the wires carry current of 10A in opposite directions, calculate the force on the wires.
Consider the two parallel circular wires shown below. They
have the same radius R and separated by R as well. They carry
currents in the opposite directions as shown. If the currents are Ɪ
1=12 Ɪ and Ɪ 2=18 Ɪ, find the ratio of the magnetic fields, created
by loop 1 (B1) and loop 2 (B2) at the center of the first loop(
point C), B1/B2=? Please note that if the fields are in opposite
directions, your answer should be...
A rectangular loop of wire is placed midway between two long
straight parallel conductors as shown. The conductors initially
carry currents I1
I
1
and I2
I
2
as indicated. Both currents can be assumed to be positive
(i.e. conventional currents initially flow in the directions as
depicted in the figure). If current I1
I
1
is decreasing at a constant rate given by dI1dt
d
I
1
d
t
= -1.0 mA/s and I2
I
2
is constant, then...
Two straight parallel wires carry currents in opposite directions as shown in the figure. One of the wires carries a current of I2 = 11.5 A. Point A is the midpoint between the wires. The total distance between the wires is d = 10.2 cm. Point C is 5.75 cm to the right of the wire carrying current I2. Current I1 is adjusted so that the magnetic field at C is zero.A. Calculate the value of the current I1.B. Calculate...
Two metal bars slide in opposite directions on two parallel wires. Both bars move at speed v. The wires are separated by a distance a and one contains a resistor R. Everything sits in a magnetic field D that points into the page, (a) What direction does the current flow in the resistor, left or right? (b) Find the current I in terms of the parameters given.
Two straight parallel wires carry currents in opposite directions as shown in the figure. One of the wires carries a current of I2 = 10.8 A. Point A is the midpoint between the wires. The total distance between the wires is d = 12.1 cm. Point C is 5.29 cm to the right of the wire carrying current 12. Current 11 is adjusted so that the magnetic field at C is zero. Calculate the value of the current 11. Submit...
Two straight parallel wires carry currents in opposite directions as shown in the figure. One of the wires carries a current of l, = 11.5 A Point A is the midpoint between the wires. The total distance between the wires is d = 10.5 cm. Point C is 4.78 cm to the right of the wire carrying current 12. Current I is adjusted so that the magnetic field at C is zero. Calculate the value of the current 11. 3.68x101...
2 Two straight parallel wires carry currents in opposite directions as shown in the figure. One of the wires carries a current of I2 11.4 A. Point A is the midpoint between the wires. The total distance between the wires is d -12.4 cm. Point Cis 4.68 cm to the right of the wire carrying current I2. Current I1 is adjusted so that the magnetic field at C is zero. Calculate the value of the current I attA Tries 0/99...
5. (5 points) Two very long, straight parallel wires carry currents of equal magnitude, but opposite direction, perpendicular to the paper in the directions shown in the Figure. The direction of the net magnetic field due to these two wires at point a, which is equidistant from both wires, is 1O Current out of page I ⓧ Current into page (a) directly to the right (b) directly to the left (c) straight downward (d) straight upward