Part A A circular wire loop of radius r = 18 cm is immersed in a uniform magnetic field B = 0.425 T with its plane normal to the direction of the field. If the field magnitude then decreases at a constant rate of -1.1x10-2 T/s, at what rate should r increase so that the induced emf within the loop is zero? Express your answer using two significant figures. ? = 0.472 mm/s dt
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- Consider viewing down on a square wire loop, side 25 cm, with an effective resistance of 20 Ω. The loop has a uniform magnetic field passing though it perpendicular to the loops’ area and pointing out of the page. The magnetic field strength changes from 3.2 T to 6.8 T in 0.5 s.(a) What is the magnitude of the induced current in the loop?(b) What is the direction of the current? Explain how you've determined the direction of the currentA square loop of side 2 cm is placed 1 cm from a long wire carrying a current that varies with time at a constant rate of 3 A/s as shown below. (a) Use Ampere’s law and find the magnetic field as a function of time from the current in the wire. (b) Determine the magnetic flux through the loop. (c) If the loop has a resistance of 3 how much induced current flows in the loop?A coil of wire consisting of 32 circular loops of wire with an area of 0.15 m2is placed so its plane is perpendicular to a magnetic field of 0.48 T as shown in Diagram I. The coil is then rotated 90° in a time of 0.12 s until its plane is parallel to the magnetic field as shown in Diagram II. What is the average emf induced in the coil?
- 1) The magnetic flux density in a region of free space is given by B = 2xy ax - 3y ay +2z az T. Find the total force on the rectangular loop shown which lies in the plane z = 0 and is bounded by x = 1, x = 2, y = 5, and y = 7, all dimensions in cm. with I=30 A, in anti-clock wise directionAn infinite solenoid with radius b has n turns per unit length. The current varies in time according to Iptq I0 cosωt (with positive defined as shown in the figure, i.e., counterclockwise). A ring with radius r b and resistance R is centered on the solenoid’s axis, with its plane perpendicular to the axis.(a) What is the induced current in the ring? (b) A given little piece of the ring will feel a magnetic force. For what values of t is this force maximum? (c) What is the effect of the force on the ring? In other words, does the force cause the ring to translate, spin, flip over, stretch/ shrink, etc.?I am needing help a through c please An aluminum rod with negligible resistance is sliding toward the right with a speed of 3.82 m/s on rails separated by L= 3.38 cm that have negligible resistance. A uniform magnetic field of 0.75 T, perpendicular to and directed out of the screen, exists throughout the region. The rails are connected on the left end by a resistor with resistance equal to 5.5Ω. Part (a) What is the magnitude, in amperes, of the induced current that passes through the resistor? I= ____ A Part (b) What is the direction of the induced magnetic field as the rod slides toward the right? Part (c) What is the direction of the induced current through the resistoras the rod moves toward the right?
- A long straight wire carries constant current I toward the top of the page. A square conducting loop is to the left of the wire and is at rest, not moving. If the current in the wire is decreasing at a constant rate, what is the direction of the current induced in the loop, or is the induced current zero?At a point P on the center axis of a magnetic field created by a sufficiently long solenoid, we divide the magnetic field strength vector into a circular loop of the solenoid coil as shown below to add all the magnetic fields they create. (Let's simplify to continuous which isn't continuous). Complete this task to show that the magnetic field strength is "first image"at P point.Let's consider a circular wire placed on a horizontal table between two straight, parallel, infinite wires, as shown in Homework 6 Figure 1. The center of wire 3 (P) is halfway between wires 1 and 2. If I1= 1.73 A, I2 is 3.69 times greater than I1, s = 0.35 m, and d = 1.49 m, find the value of the current running through 3 such that the magnetic field due to these three currents at point P is zero. is the current clockwise or counterclockwise?
- A circular loop rotates at constant speed about an axle through the centerof the loop. Shown is an edge view and defines the angle Φ, which increases from 0° to 360° as the loop rotates.a. At what angle or angles is the magnetic flux a maximum?b. At what angle or angles is the magnetic flux a minimum?c. At what angle or angles is the magnetic flux changing most rapidly?A loop of wire in the shape of a rectangle of width w and length L and a long, straight wire carrying a current I lie on a tabletop as shown in the figure below. What If? Suppose a constant current of I = 6.00 A flows in the straight wire and the loop moves from an initial position h0 = 1.00 cm toward the bottom of the figure at a constant speed of v = 24.0 cm/s. a) What is the magnitude of the induced emf (in V) in the loop 1.00 s after it begins to move? b) What is the direction of the induced current in the loop 1.00 s after it begins to move? clockwise, counterclockwise or The magnitude is zero?A solid conducting bar is free to move across two ends of a conducting U shape of wire that are separated by L=25 cm. On the base of the U shape is a resistor R=20 ohms. The whole apparatus is in a constant magnetic field B=0.7 T pointing out of the page. If the conducting bar has negligent resistance itself and is moved to the right at a constant velocity of 12 m/s, what is the magnitude and direction of the current induced in the loop? a) 0.11 A, clockwise b) 0.11 A, counterclockwise c) 2.1 A, clockwise d) 2.1 A, counterclockwise