3) Consider a wire carrying a current Is moving down the page, and a 2nd loop of wire with current It I, h I, I h Figure 3: Figure 4: Moving around it in a counter clock wise motion. The current loop It has its left edge a distance r1 to the right of Is as shown in Figure 3. The magnetic field due to Is is given by -B = X. Let the wire loop have dimensions w x h. Let the origin of the 2ny coordinate system be at the bottom of Is. a) What is the magnetic force on the loop due to Is? Put your answer in terms of It, Is, po, ri, h, and w. b) Now the top segment of the loop is removed, but the same current It runs through the remaining wire, as seen in Figure 4. What is the force on this new wire (current) configuration? Put your answer in terms of lt, Is, po, r1, h, and w.
3) Consider a wire carrying a current Is moving down the page, and a 2nd loop of wire with current It I, h I, I h Figure 3: Figure 4: Moving around it in a counter clock wise motion. The current loop It has its left edge a distance r1 to the right of Is as shown in Figure 3. The magnetic field due to Is is given by -B = X. Let the wire loop have dimensions w x h. Let the origin of the 2ny coordinate system be at the bottom of Is. a) What is the magnetic force on the loop due to Is? Put your answer in terms of It, Is, po, ri, h, and w. b) Now the top segment of the loop is removed, but the same current It runs through the remaining wire, as seen in Figure 4. What is the force on this new wire (current) configuration? Put your answer in terms of lt, Is, po, r1, h, and w.
Related questions
Question
Answer Question A) and B)
Transcribed Image Text:3) Consider a wire carrying a current Is moving down the page, and a 2nd loop of
wire with current It
I,
h
I,
I
h
Figure 3:
Figure 4:
Moving around it in a counter clock wise motion. The current loop It has its left edge a
distance r1 to the right of Is as shown in Figure 3. The magnetic field due to Is is given
by -B = X. Let the wire loop have dimensions w x h. Let the origin of the
2ny
coordinate system be at the bottom of Is.
a) What is the magnetic force on the loop due to Is? Put your answer in terms of It, Is,
po, ri, h, and w.
b) Now the top segment of the loop is removed, but the same current It runs through
the remaining wire, as seen in Figure 4. What is the force on this new wire (current)
configuration? Put your answer in terms of lt, Is, po, r1, h, and w.
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
This is a popular solution!
Trending now
This is a popular solution!
Step by step
Solved in 2 steps with 2 images
