How do I solve for voltage in a phototube with multiple figures and connections?

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Homework Help Overview

The discussion revolves around determining voltage in a phototube with multiple figures and connections, focusing on the relationships between different potentials in the circuit configurations presented in the figures.

Discussion Character

  • Conceptual clarification, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants explore whether the arrangement of components affects the potential differences, questioning if calculated values for one figure apply to others.
  • There are inquiries about how to determine potentials when components are at the same potential and whether averaging is appropriate.
  • Some participants express confusion regarding the implications of photon energy on potential differences and the behavior of connected components.

Discussion Status

The discussion is ongoing, with various interpretations being explored. Some participants have offered insights into the relationships between potentials in different figures, while others are questioning the assumptions made about potential equality and the effects of connections.

Contextual Notes

Participants are navigating the complexities of potential differences in a circuit with multiple configurations, with some expressing uncertainty about the implications of their calculations and the physical principles at play.

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Homework Statement


yes-1.jpg




The Attempt at a Solution


What I am wondering is if I found all of the answers for figure 1, wouldn't I just be repeating those same answers for figure 2 and 3? Or is the way it arranged important?

Here are the values I found:
Vc1=1.51V
Vc2=1.61V
Vc1c2=-0.1V
Vc1a1=1.51V
Vc2a2=1.61V
Vc1a2=1.51V
Va1=Va2=Va1a2=0

Thanks for your help
 
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all arrangements are different. In fig. 1, C1 and C2 are connected, so are at same potential, but in fig.2, this is the case with A1 and A2. In fig. 3, C1 and C2 are at same potential, and A1 and A2 are also at same potential (different from C1 and C2).
 
How do you determine what potential they are at if they are at the same potential. For example, for figure one if Vc2=1.61 V and Vc1= 1.51V, would Vc1c2 just be an average of the two?
 
i think you calculated wrong. Vc1 = Vc2 (should be), and Vc1c2 = 0, as Vc1c2 = Vc1 - Vc2 (potential difference).
 
But the cathode at the bottom is struck with a different energy than the cathode at the top. Hence the difference in potentials. V=(Wf-Ephoton)V/eV
 
So if I calculated Vc1=1.51 and Vc2=1.61 would I assume they reach the same potential in figure one so Vc1=Vc2=1.56?
 
Ephoton - Wf = Eelectron, not V.
 
my textbook labels the frequency with v, which is units cycles/s
 
i am a bit unsure about Vc1 and Vc2 part, will need some time to think about it.
 
  • #10
I think I got it. For figure one, Vc1 has an initial voltage due to the energy of the photon that hits it. Additionally, Vc2 has an initial voltage due to the photon that hits it as well. However, after the initial potential difference, they reach an "equilibirum" potential of 1.56. That way Vc1c2=0, Vc1=Vc2=1.56. Also, Vc1a1=Vc2a2=Vc1a2=Vc2a1=1.56 and Va1=Va2=Va1a2=0.
 
  • #11
Perhaps for figure 2 Vc1=1.51 and Vc2=1.61, but since they are not connected they don't reach the same potential and Vc1c2=-0.1 Va1=Va2=Va1a2. Wouldn't the potentials of the anode in all the figures be zero?
 
  • #12
but as far as i know, we never take average of potentials of two points if they are connected. so i am do not agree with above.
 
  • #13
Well then I am very confused. However, wouldn't it make sense for that to occur? If there is excess charge at one point, and a conductor between two ponts, wouldn't the charge flow till eventually there was no potential difference?
 
  • #14
Suppose for a moment that both cathodes were made of the same material and that they were connected as in figure 1. Further suppose that only one source of light is involved. What would be the difference between a photon hitting c1 and then a photon hitting c2, and two photons hitting either c1 or c2?
 
  • #15
I don't really see a difference. If electrons are leaving c1 due to a single photon hitting it, more electrons from c2 would flow via the conductor so eventually both cathodes would reach the same potential. Or am I completely off?
 
  • #16
dimpledur said:
I don't really see a difference. If electrons are leaving c1 due to a single photon hitting it, more electrons from c2 would flow via the conductor so eventually both cathodes would reach the same potential. Or am I completely off?

Precisely. The two cathodes are essentially one cathode when they are connected, so the work done removing the charges by the photons is "shared". The potential is the same.
 
  • #17
One last question before I go. Is it true that all of the anodes have a potential of 0 regardless of the set up? for example, Vca=0, but I don't really see how Va1a2 would equal zero for figure two, because wouldn't the anodes have a different charge?
 
  • #18
If only the anode is connected via a wire, wouldn't they eventually have the same charge and consequently the potential on the cathodes would change?
 
  • #19
Actually, I think all the Va's will. Equal zero except for the Va1Va2 in which they're not connected. Does it make sense to say for this set up that Va1Va2=Va1c1-Va2c2
 

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