A positron moving from a Charged Plate to Another

In summary, the conversation discusses the movement of a positron between two charged plates and the calculation of potential difference and energy gain. The conversation also touches on the relationship between potential difference and potential gain, as well as the conservation of energy. The problem is eventually solved with the conclusion that when the positron moves from X to K, it loses 1 eV of potential energy and gains kinetic energy in the same amount.
  • #1
FiskiranZeka
23
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A positron moving from a Charged Plate to Another [SOLVED]

Can you solve the question a and b and explain it to me ?

What i know ? ( I'm not sure though );
Kinetic Work = Kinetic Energy = 1/2 m . v^2
Electrical Work = Electrical Energy = q.V

So at the begin, the positron isn't moving,
so it has Potantial energy maybe...

At the point K its Energy;
3V.q.(1/3d).d = V.q (?)

At the point L its Energy;
Vq - 4V.q.(1/2d).d = -Vq (?) ( How can energy be negative ? Oops ? )
a)EnergyK/EnergyL = ?
b) speedK / speedL = ?
 

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  • #2
What's the potential difference (volts) between M and K? When the positron goes from M to K, how much energy does it gain?

Use similar thinking between M and L.
 
  • #3
Doc Al said:
What's the potential difference (volts) between M and K? When the positron goes from M to K, how much energy does it gain?

Use similar thinking between M and L.
The Potential difference between the start and K isn't given in the question.
I don't know too...
But i have found the energy gain between the start and K ;
q.3V.(1/3d).d =qV


The energy gain between start and L is;
3qV gain (between start and Y Plate) + 2 qV Loss ( between Y plate and K) = 1 qV Net Gain
Start --> K = qV gain
Start --> L = qV gain

The electrical gain means, the kinetical gain,
a)
Total_Kinetic_At_K / Total_Kinetic_At_L = qV / qV = 1...
b)
Speed is related with kinetical Energy; The positron has same kinetical energy at both points, so has Same Speed at both points... Speed_K/ Speed_L = 1

Can you please check ? All right ? Any mistake ?

if all above in this message are right :) Then i have a question to you;
How you calculate the Voltage Difference between the Start and K ? ( between X plate and K point )
 
  • #4
FiskiranZeka said:
The Potential difference between the start and K isn't given in the question.
Sure it is. You should be able to deduce it from the diagram. Hint: Between X and Y is 3 volts. (The field between the plates is uniform.)
 
  • #5
Doc Al said:
Sure it is. You should be able to deduce it from the diagram. Hint: Between X and Y is 3 volts. (The field between the plates is uniform.)
So between X and K is 1 Volt ?
Or between X and K is still 3 Volts ?

I think;
Anywhere between X and Y plates are under 3 Volt potential difference...
But the Potential gain is depended with how much you have moved between X and Y...
If you move from X to K then you gain 1 Volt... Or if you move from Y to K then you lose 2 Volts.So; we can't say that the potential difference between X to K is 1 volts right ?
Or can we say ? Exactly I am not sure about the difference between;
Potential Difference ( Voltage Difference ) and Potential Gain ( Electrical Gain - Voltage Gain)

1) Please, clean my mind about the above statement.
2) Did i solve the problem right ?
 
  • #6
FiskiranZeka said:
So between X and K is 1 Volt ?
Or between X and K is still 3 Volts ?
Between X and Y is 3 volts. Since K is 1/3 the distance between the plates, the voltage between X and K is 1 Volt. (Note that X is 3 volts above Y.)

I think;
Anywhere between X and Y plates are under 3 Volt potential difference...
But the Potential gain is depended with how much you have moved between X and Y...
If you move from X to K then you gain 1 Volt... Or if you move from Y to K then you lose 2 Volts.So; we can't say that the potential difference between X to K is 1 volts right ?
Or can we say ? Exactly I am not sure about the difference between;
Potential Difference ( Voltage Difference ) and Potential Gain ( Electrical Gain - Voltage Gain)
How about this. Let's call the voltage of plate Y to be zero (the reference point is arbitrary). So, the potential of X is +3, the potential of K is +2, the potential of Y is 0, the potential of L is +2, and the potential of Z is +4. When the positron moves from X to K, it loses PE and gains KE in the amount of 1 eV. (What's the drop in PE from X to L?)
 
  • #7
When the positron moves from X to K, it loses PE and gains KE in the amount of 1 eV. (What's the drop in PE from X to L?)
Sorry, English isn't my native language.
What means eV. ?
I think its shortening of something but i don't know...

(What's the drop in PE from X to L?)
From X to L,
PE Drops 3, gains 2 --> PE Drops 1 Volt

From X to K,
PE dropps 1Volt and KE gains it somehow. ( Gains it as speed ( V^2 ) )

And yes i have exactly understood what you said except the last sentence i quoted.
Thank you so much :)
 
  • #8
FiskiranZeka said:
What means eV. ?
I think its shortening of something but i don't know...
eV stands for electron-Volt, a unit of energy. See: http://hyperphysics.phy-astr.gsu.edu/hbase/electric/ev.html#c2"


From X to L,
PE Drops 3, gains 2 --> PE Drops 1 Volt
Yes.

From X to K,
PE dropps 1Volt and KE gains it somehow. ( Gains it as speed ( V^2 ) )
Yes.

(Energy is conserved. When the particle loses electric PE, it gains KE.)
 
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  • #9
Understood everything...
Thank you very much...
I have no more questions related to this...

If you have any question for me, you are welcome.

//Problem Solved.
 

FAQ: A positron moving from a Charged Plate to Another

What is a positron?

A positron is a subatomic particle with a positive charge, similar to the charge of a proton. It is the antiparticle of the electron, meaning it has the same mass as an electron but opposite charge.

How does a positron move from one charged plate to another?

A positron moves from one charged plate to another due to the electric force exerted by the charged plates. Opposite charges attract, so the positively charged positron will be pulled towards the negatively charged plate.

What happens to a positron when it reaches the second charged plate?

When a positron reaches the second charged plate, it will experience a force in the opposite direction due to the electric field between the two plates. The positron will then continue to move back and forth between the two plates until it loses its energy and is eventually annihilated.

What is the significance of studying positrons moving between charged plates?

Studying positrons moving between charged plates can provide valuable insights into the behavior of subatomic particles and their interactions with electric fields. This research can also have practical applications in fields such as particle accelerators and medical imaging.

Can positrons be used for energy production?

Positrons can potentially be used for energy production through a process called matter-antimatter annihilation. When a positron and an electron collide, they can convert their mass into energy according to Einstein's famous equation, E=mc². However, this process is not currently feasible on a large scale due to the high energy and cost requirements.

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