Coil 1 Coil 2 Power supply Voltmeter There are a lot of numbers in this problem. Just about the only way to get it right is to work out each step symbolically first, and then plug numbers into the final symbolic result. Two coils of wire are aligned with their axes along the z-axis, as shown in the diagram. Coil 1 is connected to a power supply and conventional current flows counter-clockwise through coil 1, as seen from the location of coil 2. Coil 2 is connected to a voltmeter. The distance between the centers of the coils is 0.16 m. Coil 1 has N₁ 550 turns of wire, and its radius is R₁ = 0.07 m. The current through coil 1 is changing with time. At t=0 s, the current through coil 1 is b = 19 A. At t=0.4 s, the current through coil 1 is lo.4 = 4.8 A. Coil 2 has N2 260 turns of wire, and its radius is R2 = 0.02 m. Inside coll 2, what is the direction of -dB/dt during this interval? -x +у zero (b) [1/1 pts] What is the direction of the electric field inside the wire of coil 2, at a location on the top of coll 2? ○ +x +y zero (c) [0/3 pts] At time t=0, what is the magnetic flux through one turn of coll 2? Remember that all turns of coil 1 contribute to the magnetic field. Note also that the coils are not very far apart (compared to their radi), so you can't use an approximate formula here. At t=0s. 0.00604 Tm² (d) 10/2 pts] At t=0.4 s, what is the magnetic flux through one turn of coil 2? At t=0.4 s. um= Tm²
Coil 1 Coil 2 Power supply Voltmeter There are a lot of numbers in this problem. Just about the only way to get it right is to work out each step symbolically first, and then plug numbers into the final symbolic result. Two coils of wire are aligned with their axes along the z-axis, as shown in the diagram. Coil 1 is connected to a power supply and conventional current flows counter-clockwise through coil 1, as seen from the location of coil 2. Coil 2 is connected to a voltmeter. The distance between the centers of the coils is 0.16 m. Coil 1 has N₁ 550 turns of wire, and its radius is R₁ = 0.07 m. The current through coil 1 is changing with time. At t=0 s, the current through coil 1 is b = 19 A. At t=0.4 s, the current through coil 1 is lo.4 = 4.8 A. Coil 2 has N2 260 turns of wire, and its radius is R2 = 0.02 m. Inside coll 2, what is the direction of -dB/dt during this interval? -x +у zero (b) [1/1 pts] What is the direction of the electric field inside the wire of coil 2, at a location on the top of coll 2? ○ +x +y zero (c) [0/3 pts] At time t=0, what is the magnetic flux through one turn of coll 2? Remember that all turns of coil 1 contribute to the magnetic field. Note also that the coils are not very far apart (compared to their radi), so you can't use an approximate formula here. At t=0s. 0.00604 Tm² (d) 10/2 pts] At t=0.4 s, what is the magnetic flux through one turn of coil 2? At t=0.4 s. um= Tm²
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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![Coil 1
Coil 2
Power supply
Voltmeter
There are a lot of numbers in this problem. Just about the only way to get it right is to work out each step symbolically first, and then plug numbers into the final symbolic result.
Two coils of wire are aligned with their axes along the z-axis, as shown in the diagram. Coil 1 is connected to a power supply and conventional current flows counter-clockwise through coil 1, as seen from the location of coil 2. Coil 2 is connected to a voltmeter. The distance between the centers of the
coils is 0.16 m.
Coil 1 has N₁ 550 turns of wire, and its radius is R₁ = 0.07 m. The current through coil 1 is changing with time. At t=0 s, the current through coil 1 is b = 19 A. At t=0.4 s, the current through coil 1 is lo.4 = 4.8 A.
Coil 2 has N2 260 turns of wire, and its radius is R2 = 0.02 m.
Inside coll 2, what is the direction of -dB/dt during this interval?
-x
+у
zero
(b) [1/1 pts] What is the direction of the electric field inside the wire of coil 2, at a location on the top of coll 2?
○ +x
+y
zero
(c) [0/3 pts] At time t=0, what is the magnetic flux through one turn of coll 2? Remember that all turns of coil 1 contribute to the magnetic field. Note also that the coils are not very far apart (compared to their radi), so you can't use an approximate formula here.
At t=0s.
0.00604
Tm²
(d) 10/2 pts] At t=0.4 s, what is the magnetic flux through one turn of coil 2?
At t=0.4 s. um=
Tm²](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe80abc4f-9111-404e-8e8a-293367866f68%2F935b671c-6b70-4047-a682-4c0b7c5d0938%2Fac4tcai_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Coil 1
Coil 2
Power supply
Voltmeter
There are a lot of numbers in this problem. Just about the only way to get it right is to work out each step symbolically first, and then plug numbers into the final symbolic result.
Two coils of wire are aligned with their axes along the z-axis, as shown in the diagram. Coil 1 is connected to a power supply and conventional current flows counter-clockwise through coil 1, as seen from the location of coil 2. Coil 2 is connected to a voltmeter. The distance between the centers of the
coils is 0.16 m.
Coil 1 has N₁ 550 turns of wire, and its radius is R₁ = 0.07 m. The current through coil 1 is changing with time. At t=0 s, the current through coil 1 is b = 19 A. At t=0.4 s, the current through coil 1 is lo.4 = 4.8 A.
Coil 2 has N2 260 turns of wire, and its radius is R2 = 0.02 m.
Inside coll 2, what is the direction of -dB/dt during this interval?
-x
+у
zero
(b) [1/1 pts] What is the direction of the electric field inside the wire of coil 2, at a location on the top of coll 2?
○ +x
+y
zero
(c) [0/3 pts] At time t=0, what is the magnetic flux through one turn of coll 2? Remember that all turns of coil 1 contribute to the magnetic field. Note also that the coils are not very far apart (compared to their radi), so you can't use an approximate formula here.
At t=0s.
0.00604
Tm²
(d) 10/2 pts] At t=0.4 s, what is the magnetic flux through one turn of coil 2?
At t=0.4 s. um=
Tm²
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