Work and Energy with Electricity

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Homework Help Overview

The problem involves a positively-charged particle being accelerated by a uniform electric field, with a focus on calculating the change in electric potential energy as the particle's speed increases over a specified distance.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the relationship between kinetic energy and potential energy, with some suggesting the use of conservation of energy principles. Questions arise regarding the determination of charge magnitude and the relationship between potential energy and kinetic energy changes.

Discussion Status

The discussion is active, with participants exploring different aspects of the problem. Some have provided guidance on using kinetic energy changes to find potential energy changes, while others express uncertainty about specific values needed for calculations.

Contextual Notes

Participants note the absence of certain values, such as the charge magnitude and the change in electric potential, which are necessary for completing the calculations. There is also a mention of confusion between electric potential and electric potential energy.

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Homework Statement


A 0.010-kg positively-charged particle is accelerated by a uniform electric field directed to the right. The object accelerates from 5.0 to 15.0 m/s while traveling a distance of 0.10 m.

Use the definition of potential energy to determine the change in electric potential energy of the particle. Is the change an increase or a decrease?



Homework Equations


Wel = Kf - Ki
Wel = -Delta-U
Delta-V = W/q0


The Attempt at a Solution


The definition of electric potential is equal to -delta-U / q0
Delta-U is negative because the work of the problem from Electric Field comes out to 1 Joule from the definition of work. So, delta-U is -1 J, meaning that the electric potential change is positive since q0 is positive - but I cannot figure out how to find q0's magnitude. I'm pretty sure I'm missing something from the given to determine the value of q0, but I'm otherwise stumped!
 
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you know the change in KE, use that to find the change in U and q
 
How do they compare? I cannot find an equation in my textbook related U and q to the Change in Kinetic Energy.
 
Law of Conservation of Energy, what its lost in potential it has gained in kinetic. U=qdeltaV
 
Still though, I know U, but I don't know my q or delta-V values. Let me know if I'm overlooking something obvious that you're assuming that I know!
 
You know the field and the distance it acts over
 
Gotcha, it looks a lot better after a nights rest, I kept thinking it was Electric Potential, not Electric Potential Energy
 

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