Question

In: Physics

32.) In the plane of a square conducting frame with the sides a= 8cm, there is...

32.) In the plane of a square conducting frame with the sides a= 8cm, there is an infinite long wire in a distance b= 0.5cm parallel with one side of the square. The infinite wire carries a current with the time functionI(t) = I0·cos(ωt), where I0= 3A,ω= 2pi·f and the frequency is f= 3MHz.

a./ Find the mutual induction coefficient between the wire and the square.

b./ Find the amplitude of the induced voltage.c./ Find the maximal magnetic flux in the square.

Solutions

Expert Solution

Solution


Related Solutions

The parking lot of a shopping center is square of sides a, delimited by sills of...
The parking lot of a shopping center is square of sides a, delimited by sills of height h, and the entrance to the parking lot is width c. During the last rain it was flooded, and the only escape route was entrance c. To avoid future flooding, it is necessary to determine the time t in which the water takes to evacuate from the enclosure. For the effect, a 1: 100 scale model is used and it is observed that...
The parking lot of a shopping center is square of sides a, delimited by sills of...
The parking lot of a shopping center is square of sides a, delimited by sills of height h, and the entrance to the parking lot is width c. During the last rain it was flooded, and the only escape route was entrance c. To avoid future flooding, it is necessary to determine the time t in which the water takes to evacuate from the enclosure. For the effect, a 1: 100 scale model is used and it is observed that...
Consider a rhombus that is not square (i.e., the four sides all have the same length, but the angles between sides is not 90°).
Consider a rhombus that is not square (i.e., the four sides all have the same length, but the angles between sides is not 90°). Describe all the symmetries of the rhombus. Write down the Cayley table for the group of symmetries,
A coil is wrapped with 291 turns of wire on the perimeter of a square frame...
A coil is wrapped with 291 turns of wire on the perimeter of a square frame of sides 25.3 cm. Each turn has the same area, equal to that of the frame, and the total resistance of the coil is 2.05 Ohm. A uniform magnetic field is turned on perpendicular to the plane of the coil. If the field changes linearly from 0 to -0.0491 Wb/m2 in a time of 1.07 s, find the magnitude of the induced emf in...
Can you provide a sample programming for 2D plane frame in MATLAB ?
Can you provide a sample programming for 2D plane frame in MATLAB ?
A rectangular garden of area 50 square feet is to be surrounded on three sides by...
A rectangular garden of area 50 square feet is to be surrounded on three sides by a fence costing $2 per running foot and on one side by a brick wall costing $6 per running foot. Let x be the length of the brick wall side. Which of the following represents the total cost of the material?   
Let S be the square centered at the origin with sides of length 2, and C...
Let S be the square centered at the origin with sides of length 2, and C be the unit circle centered at the origin. (a) If you randomly throw a point on S, what is the probability that it will lie in C? Ans: 0.785 (b) Describe how you could use simulation to estimate the probability in part (a). (c) How can you use simulation to estimate a? For part b and c, there maybe a need to generate random...
A square loop of wire with sides of length 34 cm is in a uniform magnetic...
A square loop of wire with sides of length 34 cm is in a uniform magnetic field perpendicular to its area. Part A If the field's strength is initially 110 mT and it decays to zero in 0.011 s , what is the magnitude of the average emf induced in the loop? Part B What would be the average emf if the sides of the loop were only 17 cm ? Express your answer using two significant figures.
A long conducting pipe has a rectangular cross section with sides of lengths a and b....
A long conducting pipe has a rectangular cross section with sides of lengths a and b. One face of the pipe is maintained at a constant potential V = V0 while the other 3 faces are grounded (V = 0). Using separation of variables, find the potential for points inside the pipe V (x,y).
a crc 32 checksum in the final field of an ethernet frame serves what purpose?
a crc 32 checksum in the final field of an ethernet frame serves what purpose?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT