Solve Electric Field & Spacing of Parallel Capacitor

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Homework Help Overview

The discussion revolves around calculating the electric field within a parallel-plate capacitor and determining the minimum spacing between the plates based on the motion of an electron launched at an angle. The problem involves concepts from electromagnetism and projectile motion.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore the relationship between the motion of the electron and the electric field, with some suggesting the use of projectile motion principles to derive necessary parameters. Questions arise regarding the calculation of acceleration and its impact on the electric field.

Discussion Status

Some participants have provided insights into calculating the acceleration and its role in finding the electric field. However, there appears to be uncertainty regarding the accuracy of initial calculations and the methods employed, with multiple interpretations of the problem being discussed.

Contextual Notes

Participants express concerns about potential errors in their calculations and the need for clarification on the relationships between the variables involved. The original poster indicates a specific numerical result that may not align with expectations, prompting further inquiry.

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An electron is launched at a 45 angle and a speed of 5.0*10^6 m/sfrom the positive plate of the parallel-plate capacitor shown in the figure (Intro 1 figure) . The electron lands 4.0 cm away.

Homework Statement


Find the electric field inside the parrallel and the smallest possible spacing between the plates


Homework Equations


E = m*a/Q


The Attempt at a Solution


I have found the electric field inside already and it equals 3.5 *10^3 N/C. However I don't know how to find the smallest possible spacing between the plates

Thanks for helping
 
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How did you get the acceleration?
Treat the motion of the electron as a projectile motion and find the mximum height. That will be spacing between the plates.
 
Okay, so I think I screwed up the first part too
I got wrong answer
Can anyone help??
 
Find the horizontal component of the velocity of the electron. Range is given. From that find the time of flight. Using the vertical component of the velocity and time, find the acceleration.
 
So I did it and I found out that a=-3.125 *10^14, but when I plug it into equation to find E= am/Q I found the result which is as much as half of the correct answer.

Any helps??
 
To calculate acceleration you have to take half the time of flight.
 

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