Electromagnetic Induction                                    Name: __________________________   

Course:_______________    Time:__________    Partner(s):______________________

Purpose: Investigate the electromotive force (emf) induced in a solenoid by a moving magnet.

Apparatus: PC w/interface, Voltage sensor, solenoid, magnets (bar and horse-shoe), and soft-box (to catch the magnet).

Theory:

When a magnet is passed through a coil there is a changing magnetic flux through the coil which induces an electromotive force, emf. According to Faraday's law of induction the induced emf, x is given by; where B is the magnetic field perpendicular to the area A and N is the number of turns in the coil. 

In this activity, a plot of the emf versus time is made and the area under the curve represents the magnetic flux.
  

Procedure:

1.  Connect the voltage sensor to analog channel A.

2. Plug in the red and black leads from the voltage sensor to the solenoid and place the solenoid vertically on the lab table.

3. Open DataStudio, select Open Activity, select Library, select Physics Labs, select P30 Induction, and select the Voltage Graph display.

4. Place one side of the horse-shoe magnet inside the solenoid.

5. Click Start and remove the horse-shoe magnet. If nothing is displayed, place the other side of the magnet and try Procedure (5) again.

6. Measure the peak value of the induced emf using the Smart Tool and the magnetic flux (area under the V vs. t graph) using the Statistics (E) menu.

7. Repeat procedures 4-6,  for removing the magnet quicker, and complete the data table for the horse-shoe magnet.

8. Remove the horse-shoe magnet data and obtain a blank display.

9. Place the soft-box on the floor close to the edge of the table and hold the solenoid vertically above it.

10. Click Start and drop the bar magnet, N-pole down, through the solenoid.

11. The data collection will stop automatically. You should see two peaks.

DATA

a. Horse-shoe magnet

Q1. Why is the magnitude of the peak value of the induced emf is higher for the quick removal?

 ___________________________________________________________________

Q2. Is the magnitude of the magnetic flux equal for the two peaks? Explain why.

___________________________________________________________________   

Q3. Calculate the average magnetic field strength, B from the horse-shoe magnet by assuming the following properties for the solenoid: number of turns in the solenoid is 540 and the diameter is 4 cm.

___________________________________________________________________

___________________________________________________________________  

b. Bar magnet:

    Q1. Is the magnitude of the magnetic flux equal for the two peaks? Explain why.

    __________________________________________________________________   

    __________________________________________________________________   

    Q2. Why is the magnitude of the peak value of the induced emf is higher for the second peak?

    ___________________________________________________________________

    __________________________________________________________________

    Q3. Describe how the display will change if the S-pole is down when the bar magnet is dropped.

    ____________________________________________________________________

    ____________________________________________________________________      

    Q4. Click Start again and drop the bar magnet, this time S-pole down, through the solenoid, and
    describe what you see.

    _____________________________________________________________________

    __________________________________________________________________