A rectangular frame sits in a magnetic field as shown. The magnetic field above the dashed...
Problem 2. A rectangular conducting frame with a width w and height h is placed in a uniform ating magnetic field B-Bo cos co, where Bo is a given amplitude and co is a given frequency e field is in the "horizontal" direction as shown. Three possible positions of the frame are (a) in the plane of the figure, (b) perpendicular to it, and (c) at 45°. The resistance of the frame is R and its own magnetic field can...
4. A square loop, side L, with resistance R sits in a uniform magnetic field as shown below. The field is directed into the page and the loop initially lies in the plane of the page хх хXX X X х X X х х х х х хх хXX Find the current in the loop under the following conditions a) The loop rotates in/out of the page about any side with constant angular frequency o and the magnetic field,...
Within the green dashed circle shown in the figure below, the magnetic field changes with time according to the expression B 8.00 -1.00t2 + 0.800, where B is in teslas, t is in seconds, and R 2.25 cm. xxKxX xxxxXL Bin (a) when t = 2.00 s, calculate the magnitude of the force exerted on an electron located at point P, which is at a distance n 4.50 cm from the center of the circular field region. 136e-19X What is...
Part A In a region of space, a magnetic field points in the +x-direction (toward the right). Its magnitude varies with position according to the formula B = Bo + bx, where Bo and b are positive constants, for 3 > 0. A flat coil of area A moves with uniform speed v from right to left with the plane of its area always perpendicular to this field. What is the emf induced in this coil while it is to...
A 10 cm by 20 cm rectangular conductive loop sits horizontally inside a uniform magnetic field of 0.30 T down. The magnetic field drops to zero in 0.45 s. What is the average EMF induced around the loop as the field turns off?
5.6 cm В. 9.4 cm [833. The magnetic field through the rectangular loop shown in the figure changes according to the relation B(t)=(3200 - 15.1t) T with t in seconds. The resistance of the loop is 15.2 m2 Based on the above information circle the statement(s) that is (are) TRUE. Statements: (a) Att = 2.8 s the magnetic flux is decreasing. (b) Att 2.8s the magnetic flux is increasing. (c) Att=2.8s the induced current ind in the rectangular loop is...
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...
a) The magnetic field is a certain region varies with time given by B(t) =30e^ -2t in Tesla. A 10cm * 15cm rectangular coil whose plane is perpendicular to the direction of the magnetic is placed in this field, find the magnetic flux as a function of time flux(t). b) A coil consists of 200 turns of wire. Each turn is a square of side d=18cm, and a uniform magnetic field directed perpendicular to the plane of the coil is...
A rectangular loop of wire has 152 turns, total resistance R=287 n and side length d=0.36 m is inside a magnetic field B=100-2t (where B is in Tandt is in seconds). Find the magnitude and direction of induced current in the loop, at t=2.0 s. Select one: a. 0.00361 A (clockwise direction) b. 0 A (because the magnetic field is perpendicular to the plane of the loop) c.0.549 A (clockwise direction) d. 0.00361 A (counterclockwise direction) e. 0.549 A (counterclockwise...
Consider at time t= 0, a uniform a magnetic field (directed out of the page) B = 6.0tis turned on as shown below. The loop has radius 20.0 cm and it is connected to a resistance R = 5.0 92 shown as below. What is the magnitude of the induced emf and the current in the loop at t=2.5 sec? Is the direction of induced emf clockwise or counterclockwise in the loop? M R = 592