Download presentation

Presentation is loading. Please wait.

Published byJavon Badder Modified over 2 years ago

1
Electric Fields & Millikan’s Experiment Millikan designed and used and apparatus to determine the fundamental unit of charge known now as q e the charge on an electron.

2
Millikan created and electric field between 2 oppositely charged plates; enclosed in a chamber to prevent outside influences from interfering (ie drafts) Wires that connect to a battery to charge the plates Metal plates that are oppositely charged create an electric field Spray hole for the oil droplets; when the drops squeeze thru the opening they become charged

3
For these 2 metal plates, the electric field is shown by the red line of force. Once a charged droplet enters an electric field, it will feel an electric force (F e ). Positive charges would be attracted to the negative plate on top and feel an upward force Negative charges would be attracted to the positive plate on the bottom and feel a downward force + E _ _ _ _ _ _ _ _ _ FeFe FeFe

4
Regardless of their charge, both droplets would have mass. Anything with mass has weight, F g, due to the Earth’s gravitational field. Weight will always pull masses down towards the centre of the Earth. When you look at these force diagrams, what will happen to each of the charged particles? What do you expect you’d see them do? + E _ _ _ _ _ _ _ _ _ FeFe FeFe FgFg FgFg

5
Remember F net is the sum of all the forces acting in (or opposite) the direction of motion. F net = F e + F g Freezing the drop in mid-air was Millikan’s goal. Once the drop was frozen he knew that that F e = -F g. Given the mass of the droplet suspended in his electric field, he could determine the charge it carried on its surface. + E _ _ _ _ _ _ _ _ _ FeFe FeFe FgFg FgFg _ _ _ _ _ _ _ _ _ If F e = -F g then the droplet would be frozen in mid-air If F e & F g are both down then the drop would accelerate downwards a

6
How’d he figure out the charge?? Let’s give some suspended droplets a try! + E _ _ _ _ _ _ _ _ _ FeFe FgFg Remember that E = F e so F e = E q q If F e [U]= -F g [D] E q = -mg Rearrange to solve for q q = -mg E

7
1.An oil drop has a mass of 1.9x kg and is suspended in an electric field of 4.0x10 4 N/C [D]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 4.0x10 4 N/C [D] (a.) q = ? “suspended”(b.) # e - lost or gained = ? What forces act on the charged drop in an electric field? q E

8
1.An oil drop has a mass of 1.9x kg and is suspended in an electric field of 4.0x10 4 N/C [D]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 4.0x10 4 N/C [D] (a.) q = ? (b.) # e - lost or gained = ? A downward field means that positive charges would be attracted to the bottom plate (repelled by the top one). This tells us the bottom is negative! q E Fe Fg “suspended” means that the F net = 0 F net = F e + F g so F e = -F g

9
1.An oil drop has a mass of 1.9x kg and is suspended in an electric field of 4.0x10 4 N/C [D]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 4.0x10 4 N/C [D] (a.) q = ? (b.) # e - lost or gained = ? F g = mg = (1.9x kg) (9.8 m/s 2 [D]) = 1.9x N [D] Since F e = - F g it follows that F e = 1.9x N [U] E Fe Fg

10
1.An oil drop has a mass of 1.9x kg and is suspended in an electric field of 4.0x10 4 N/C [D]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 4.0x10 4 N/C [D] (a.) q = ? (b.) # e - lost or gained = ? E = F e / q q = F e / E = (1.9x N [U]) (-4.0x10 4 N/C [D]) [U] = - 4.8x C E Fe Fg

11
1.An oil drop has a mass of 1.9x kg and is suspended in an electric field of 4.0x10 4 N/C [D]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 4.0x10 4 N/C [D] (a.) q = ? (b.) # e - lost or gained = ? q = - 4.8x C #e - gained = q/q e #e - gained = 4.8x C 1.6x C/e = 3 e gained E Fe Fg

12
2. An oil drop has a mass of 1.9x kg and is frozen in an electric field of 6.0x10 3 N/C [U]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 6.0x10 3 N/C [U] (a.) q = ? “suspended”(b.) # e - lost or gained = ? What forces act on the charged drop in an electric field? What does it mean for the plates? q E

13
2.An oil drop has a mass of 1.9x kg and is frozen in an electric field of 6.0x10 3 N/C [U]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 6.0x10 3 N/C [U] (a.) q = ? (b.) # e - lost or gained = ? An upward electric field means positively charged particles would be pushed upwards. This means the top plate is negatively charged q E Fe Fg “suspended” means that the F net = 0 F net = F e + F g so again F e = -F g

14
2. An oil drop has a mass of 1.9x kg and is frozen in an electric field of 6.0x10 3 N/C [U]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 6.0x10 4 N/C [U] (a.) q = ? (b.) # e - lost or gained = ? F g = mg = (1.9x kg) (9.8 m/s 2 [D]) = 1.9x N [D] Since F e = - F g it follows that F e = 1.9x N [U] q E Fe Fg

15
2. An oil drop has a mass of 1.9x kg and is frozen in an electric field of 6.0x10 3 N/C [U]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 6.0x10 4 N/C [U] (a.) q = ? (b.) # e - lost or gained = ? E = F e / q q = F e / E = (1.9x N [U]) (6.0x10 3 N/C [U]) = + 3.2x C E Fe Fg

16
2.An oil drop has a mass of 1.9x kg and is frozen in an electric field of 6.0x10 3 N/C [U]. a. Calculate the charge on the drop. b. How many electrons would need to have been lost or gained? m = 1.9x kg E = 6.0x10 3 N/C [U] (a.) q = ? (b.) # e - lost or gained = ? q = + 3.2x C #e - lost = q/q e #e - gained = 3.2x C 1.6x C/e = 20 e lost E Fe Fg

Similar presentations

© 2017 SlidePlayer.com Inc.

All rights reserved.

Ads by Google