Electrostatic equilibrium problem

In summary, the conversation is about someone asking for help with understanding a problem involving an electric field outside of a sphere. The expert explains that the electric field of a sphere is equivalent to that of a point charge and provides a formula for calculating it. The person then asks why the situation is impossible, and the expert points out that the calculated value does not match the value on the graph.
  • #1
ChiralSuperfields
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Homework Statement
Please see below.
Relevant Equations
Please see below
For this problem,
1675051831178.png

I don't understand why this is impossible. Can someone please help?

Many thanks!
 
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  • #2
What would be the magnitude of the electric field just outside the sphere?
 
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  • #3
kuruman said:
What would be the magnitude of the electric field just outside the sphere?
Thank you for your reply @kuruman ! The electric field of a sphere is equivalent to that of a point charge so ## E = \frac {40 \times 10^{-9}k_e}{0.15^2} ##

Many thanks!
 
  • #4
So why is the situation impossible?
 
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  • #5
kuruman said:
So why is the situation impossible?
Thanks for your reply @kuruman ! Thinking... Its got to me something to do with the electric field.
 
  • #6
Callumnc1 said:
Thanks for your reply @kuruman ! Thinking... Its got to me something to do with the electric field.
Yes. Look at the plot and then look at your post #3.
 
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  • #7
kuruman said:
Yes. Look at the plot and then look at your post #3.
Oh thanks @kuruman ! The calculated value for the electric field at the surface of the charge is not equal to that value on the graph.
 

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