What is the charge on the oil drop in Millikan's oil drop experiment?

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Homework Help Overview

The discussion revolves around the charge on an oil drop in Millikan's oil drop experiment, specifically focusing on the calculations and reasoning behind determining the charge based on the forces acting on the drop when placed in an electric field.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to calculate the charge on the oil drop using the electric field strength, net force, and gravitational force. Some participants question the validity of the original poster's conclusion about their answer being incorrect. Others point out that the charge should be an integer multiple of the elementary charge, suggesting a check against this criterion.

Discussion Status

The discussion is ongoing, with participants exploring the implications of the calculated charge and its relation to the elementary charge. There is a recognition of potential experimental error in achieving precise values, and some participants affirm the original poster's method while others seek further clarification on the forces at play.

Contextual Notes

Participants note that the charge should be an integer multiple of the elementary charge, and there is a discussion about the accuracy of experimental results in the context of the Millikan experiment.

BobRoss
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Homework Statement



A 1.50x10-14 kg oil drop accelerates downwards at a rate of 1.80 m/s2 when placed between two horizontal plates that are 9.40 cm apart. The potential difference between the two plates is 980 V. Determine the magnitude of the charge on the oil drop.

Homework Equations


|E|=V/d
Fnet=ma
Fg=mg
Fe=q|E|

The Attempt at a Solution



So first I find the strength of the electric field.

|E|=V/d
=(980 V)/(0.094 m)
|E|=1.04x104V/m

Then I find the net force.
Fnet=ma
=(1.50x10-14kg)(-1.80 m/s2)
=-2.70x10-14N

Then I find the force of gravity on the drop.
Fg=mg
=(1.50x10-14kg)(-9.81m/s2)
=-1.47x10-13N

Here is where I think I am going wrong. I try to find the electric force.
Fnet=Fg+Fe
Fe=fnet-Fg
=(-2.70x10-14N)-(-1.4715x10-13N)
=1.20x10-13N

Then I find the charge.
Fe=q|E|
q=Fe/|E|
=(1.2015x10-13N)/(1.04x104N/C
=1.16x10-17 C

Now this answer is obviously wrong. Where am I messing up?
 
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What makes you think that your answer is "obviously wrong"?
 
Doesn't the charge have to be an integer multiple of the elementary charge (1.60x10-19C) ?
 
BobRoss said:
Doesn't the charge have to be an integer multiple of the elementary charge (1.60x10-19C) ?

Sure. But what experiment has perfect accuracy?

Divide by the fundamental charge and see how close you come to a round number.
 
Okay, so then my original answer is correct?
 
BobRoss said:
Doesn't the charge have to be an integer multiple of the elementary charge (1.60x10-19C) ?

well if you will ever do the actual Millikan experiment you will find that you will not exactly get 1.6x10^-19, but around 1.6x10^-19 ± some error x10^-17
 
BobRoss said:
Okay, so then my original answer is correct?

Your method and numbers look fine to me.
 
Great, thanks for the help!
 
What happen If we place negative charge between parallel opposite charge plate ?
answer is negative charge attract toward positive plate...

Then why Oil drop is suspended btw opposite plates in Millikan's oil drop experiment??
 
  • #10
Saad Ahmed said:
What happen If we place negative charge between parallel opposite charge plate ?
answer is negative charge attract toward positive plate...

Then why Oil drop is suspended btw opposite plates in Millikan's oil drop experiment??

What forces are operating on the oil drop? Draw a Free Body Diagram.
 

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