Name:
Block:
Date:
Electrical Potentials and Electrical Fields: Potentially Dangerous Situations
Part A: Introduction
1.
2.
3.
4. Open the Charges and Fields application.
On the right-hand-side, activate the “grid” and “show numbers” options.
Using your mouse, place a + charge in grid’s center.
Drag the potential tool around the grid paying attention to both the numbers and color
inside the circle.
What did you observe? 5. Using your formulas presented in class, predict the electric potential
1.0 meter to the left of the positive charge.
6. Check your prediction using the potential tool. Does it agree?
7. Without changing the location of your potential tool, click plot. What does this function
tell you? 8. Predict the electrical potential 2.0 meters to the right of the charge.
9. Check your prediction using the potential tool. Does it agree?
10. What is the electric potential 2.0 meters below the charge?
11. How did you determine this?
12. Place the positive charge back in the bin and replace it with a negative charge.
13. Drag the potential tool around the grid paying attention to both the numbers and color
inside the circle. What did you observe? 14. Predict the electrical potential 1.0 meters to the left of the - charge.
15. Check your prediction using the potential tool. Does it agree?
16. Predict the electrical potential 2.0 meters to the right of the - charge.
17. Check your prediction using the potential tool. Does it agree? Part B: Electric Potentials and Superposition
For each situation, predict the total electric potential at point using information from Part A and
check your prediction using the potential tool.
Explain how you are going to do this. Predicted electric potential at A:
Measured electric potential at A: Predicted electric potential at A:
Measured electric potential at A: Predicted electric potential at A:
Measured electric potential at A: Part C: Electric Potentials and Electric Fields
What equation relates electric fields to electric potentials?
How does it relate electric fields to electric potentials? 1. Set up two charges as shown to the
left. Predict the total electric
potential at the midpoint between the
two charges.
2. Check your prediction using your
potential tool. Does it agree?
3. Use your potential tool plot equipotential surfaces for -15 V, -10 V, - 5 V, 0 V, +5 V, +10
V and +15 V.
4. Why do these surfaces get closer together the closer you get to the charges?
5. Display the electric fields by checking “Show E-field” option. How is the electric field
strength displayed by the simulation?
6. How is the field direction related to the equipotential surfaces? 7. How is the field strength related to the equipotential surfaces? 8. How would you estimate the electric
field strength and direction at points
A and B? 9. Estimated electric field both magnitude direction. Point A:
Point B: Scratch work: 10. Use the E-field Sensor to check your estimate. Point A:
Point B: 11. Identify the charge values by placing
+ or – signs in the empty circles for
the diagram shown on the left.
12. Sketch the electric fields lines for the
diagram.
13. Where is the electric field the
strongest: At the point marked by a
circle or the point marked by a
square?
Explain: Part D: Electric Potentials and Fields for Multiple Charges
Reproduce the requested electric field and electric potential at the central circle by placing
charges (+ or -) in the four squares, recording your choices here. In each case, charges must be
placed in all four locations. Check your predictions using your potential tool and e-field sensor. 1. Positive electric potential & zero
electric field 2. Zero electric potential & zero
electric field 3. Negative electric potential & electric
field directed right 5. Zero electric potential & electric
field directed at 315 degrees 4. Zero electric potential & electric
field directed at 45 degrees 6. Positive potential & electric field
directed at 180 degrees

• 1495501326-Ray Tracing Mirrors.pdf
• 1495501328-Electric Potential.pdf
• 1495501333-Electric Field.docx

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Status NEW Posted 23 May 2017 12:05 AM My Price 20.00

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