Lab10 100 Magnetics OL

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Liberty University *

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100

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Physics

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Apr 3, 2024

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Physics 100 Lab 10 Magnetism & Electromagnetism Each group should complete and submit a copy of the lab so it is important that all group members agree with the answers to the questions. Group Member (print) _________________________________________________ Group Member (print) _________________________________________________ Group Member (print) _________________________________________________ WARNING – Keep all Magnets and Coils away from Computers For this lab you will need the following equipment: 750 interface bar magnet magnetic field sensor zero gauss chamber 3 D cell batteries meter stick ( without metal ends ) 2 similar light bulbs with holders compass jumper wire with alligator clips tape Investigation 1: Magnetic Field of a Permanent Bar Magnet Procedure 1. Connect the magnetic field sensor to the 750 interface and under ‘ Hardware Setup ’ in Capstone . Double click on the ‘ Digits display in Capstone . 2. Click on ‘ <Select Measurement> ’ and select the ‘ X1 ’ range in the ‘ Digits ’ display window and on the sensor . The range selection must match for both the hardware ( sensor ) and the software ( Capstone ) . 3. Slide the field selector switch on the top of the magnetic field sensor to the AXIAL position. 4. Click on ‘ Record ’ in Capstone to begin measuring magnetic field. 5. While recording, click on the units ‘ (T) ’ in the ‘ Digits ’ display window and select ‘ (gauss) ’. 6. With the sensor inserted into the gauss chamber, zero the sensor by pressing the tare button. 7. Place the meter stick on the table, away from the computer. 8. Place the magnetic field sensor so the end of the sensor rod is even with the 0.0 cm end of the meter stick. 9. Keeping the magnet away from the computer, place the magnet next to the 0.5 cm mark on the meter stick with the north pole of the magnet facing the sensor. 10. Record the value of the magnetic field at the 0.5 cm mark in the table below. 1
11. Move the magnet another 0.5 cm away from the sensor and record the new value, repeating this process to complete the table below. 12. Open Capstone and click on ‘ Manual Entry ’ from the 6 data analysis options in the center of the window. Enter your data to graph B field ( y axis ) vs location ( x axis ). Title your graph and label the x and y units by clicking on ‘ units ’ in the table under each x and y column. 13. Use the curve fit tool to find the best fit for your data. The closer r is to one or the closer rmse is to zero the better the fit. Print and attach your graph to your lab. Location x [cm] B [Gauss] 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0 4.5 5.0 Question 1-1: Does the magnetic field strength increase or decrease as the distance from the magnet is increased? Question 1-2: Is the relationship between magnetic field strength and distance linear? Question 1-3: Based on the results of the curve fit, what do you conclude is the relationship between the magnetic field strength and the distance from the magnet? 2
Investigation 2: Magnetic Field of a Closed Loop with Current 1. Place the compass on the table top as far away as possible from any metal parts. Tape the compass to the table ( use a rolled piece of tape below the compass ). Note that the compass is not connected to any wire . It is a detector for what is happening in the wires. 2. Create the circuit in Figure 1.2a above and place a wire on top of the compass. Stretch the loop out as far as possible, keeping the battery as far from the compass as you can. ( batteries produce a field which may interfere with the compass reading ) 3. Disconnect the loop somewhere. Align the wire above the compass parallel to the needle of the compass and directly over the needle. 4. Reconnect the loop and disconnect the loop several times while you observe the compass needle. It’s a good idea for one person to hold the wire on top of the compass firmly while another connects and disconnects the loop. Question 2-1: Does the compass needle deflect clockwise or counter-clockwise when you connect the wire to close the loop? What happens to the compass needle when the battery is disconnected to ‘break’ the loop? Closed Loop: Clockwise Counter-clockwise ( Circle one ) Open Loop: Clockwise Counter-clockwise ( Circle one ) 3
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5. Reverse the orientation of the battery by disconnecting the wires from the battery and then reconnecting them at opposite ends of the battery. Question 2-2: What needle deflection do you observe when you close the loop after you reverse the battery orientation? What do you observe when you break the loop? Closed Loop: Clockwise Counter-clockwise ( Circle one ) Open Loop: Clockwise Counter-clockwise ( Circle one ) How does this compare with your results in Question 2-1 above? Question 2-3: What do you think might be happening in the wires to make the compass deflection change direction when the battery orientation is reversed? Explain your reasoning. Question 2-4: If something is moving in the wires, does the direction of movement and the amount of movement appear to be the same in every wire of the circuit at one time? What is the evidence ( how can you test it )? 4
Question 2-5: What do you think the battery does in this circuit? What is the evidence? Question 2-6: Can a compass be used to identify the direction of movement within a wire? Explain carefully. 5
No one can see what moves through the wires, but something about the moving substance causes a compass needle to deflect. The property that enables the substance to do this is called CHARGE , from a Latin word that means “vehicle”. The experiments you’ve done provide evidence that CHARGE is carried through wires, but they provide no evidence yet about the nature of the charges themselves . The reversal of compass needle deflection when the battery orientation is reversed indicates a change in the direction of charge flow in the circuit, but provides no information about which actual direction exists before or after the change. Scientists searched for hundreds of years trying to determine which way the charge really moved, but were unable to do so until the late 1800’s. In the absence of any evidence, they decided to assume a direction for the motion. Such an assumption is “conventional” — that is, simply an “agreement” which isn’t necessarily right or wrong but is useful because it is necessary for communication. The international convention is that the charges circulating around a circuit leave the battery at the “positive” end ( red spot ), travel around the circuit and re-enter at the “negative” end ( blue spot ), and pass through the battery. In later Sections we will collect evidence to determine whether this “conventional” direction is accurate or not . Question 2-7: On the figure above, draw arrows next to each of the three wires to show the conventional direction of charge flow in these wires. Question 2-8: If the battery leads were reversed, what would happen to the direction of charge flow in the wires? 6 + _
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