A uniform magnetic field is directed into the page. A conductor
Which graph shows the emf induced between the ends of the conductor,
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A uniform magnetic field is directed into the page. A conductor
Which graph shows the emf induced between the ends of the conductor,
→ As the conductor rotates in the magnetic field, all of the charges in the conductor will have a velocity.
→ This will produce a force on each positive and negative charge in the rod according to the equation
→ Using the right hand rule, the direction of the force applied to each positive charge in the rod during the rotation will be towards
→ This separation of positive and negative charges to opposite ends of the conductor generates the emf.
→ As the velocity of the charges during the circular motion will remain constant, the force on the charges will be constant. Therefore, a constant emf will be produced in the conductor.
A solenoid was connected to a data logger to measure voltage. A magnet was dropped through the solenoid from above as shown.
On the axes provided, sketch a graph showing the change in voltage as the magnet falls completely through the solenoid. (3 marks)
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Points to note on graph:
→ First peak negative, longer wavelength and shorter amplitude.
→ Second peak positive, shorter wavelength and higher amplitude.
Points to note on graph:
→ First peak negative, longer wavelength and shorter amplitude.
→ Second peak positive, shorter wavelength and higher amplitude.
A simple AC generator was connected to a cathode ray oscilloscope and the coil was rotated at a constant rate. The output is shown on this graph.
Which of the following graphs best represents the output if the rate of rotation is decreased to half of the original value?
Halving the rate of rotation of the bar magnet:
→ Doubles the period of the output graph (eliminate A and B).
→ Halves the rate of change of flux through the coil of the generator.
→ Halves of the maximum output voltage.
The diagram shows an electric circuit in a magnetic field directed into the page. The graph shows how the flux through the conductive loop changes over a period of 12 seconds.
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a.
b.
→ Terminal
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b. Voltage (emf) = time rate of flux
→ The induced emf is at a maximum when the rate of change of flux is a maximum.
→ From the graph, this occurs at t = 10 – 12 s (steepest gradient).
→ Terminal
A metal rod sits on a pair of parallel metal rails, 20 cm apart, that are connected by a copper wire. The rails are at 30° to the horizontal.
The apparatus is in a uniform magnetic field of 1 T which is upward, perpendicular to the table.
A force,
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a.
b.
The direction of the induced current is anticlockwise as viewed from above.
c. Explanation:
→ When the magnetic field is present, the induced current results in a force acting on the rod which opposes its motion (Lenz’s Law).
→ Additionally, the force required to move the rod must also overcome the downwards gravitational force.
→ Without the magnetic field, there is no opposing force due to the induced current so the force applied only needs to overcome gravity.
→ Hence, the force required to move the rod is less without the magnetic field.
a. |
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b. |
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The direction of the induced current is anticlockwise as viewed from above (Lenz’s Law).
c. Explanation:
→ When the magnetic field is present, the induced current results in a force acting on the rod which opposes its motion (Lenz’s Law).
→ Additionally, the force required to move the rod must also overcome the downwards gravitational force.
→ Without the magnetic field, there is no opposing force due to the induced current so the force applied only needs to overcome gravity.
→ Hence, the force required to move the rod is less without the magnetic field.
A stationary coil of 35 turns and cross-sectional area of 0.02 m² is placed between two electromagnets, and connected to a voltmeter as shown. The electromagnets produce a uniform magnetic field of 0.15 T through the coil.
The magnitude of the magnetic field is then reduced to zero at a constant rate over a period of 0.4 s.
Calculate the magnitude of the emf induced in the coil. (3 marks)
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0.3 V