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Conservation of Electric Energy

Elijah Ramirez

Elijah Ramirez

8 min read

Next Topic - Electrostatics with Conductors

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Study Guide Overview

This study guide covers electric potential and energy, focusing on changes due to electric potential difference. It explains how changes in electric potential affect system energy, charged object movement, and energy conservation. Key concepts include the relationship between ΔUE, q, and ΔV, the work-energy theorem, and the impact of charge sign on movement in electric fields. Practice questions reinforce these concepts.

#AP Physics C: E&M - Electric Potential & Energy Study Guide

Hey there! Let's get you prepped for the exam. This guide is designed to be your go-to resource, especially the night before the test. We'll break down the key concepts, highlight important formulas, and make sure you're feeling confident and ready to ace it!

#⚡ Electric Potential and Energy: The Big Picture

Electric potential difference is the driving force behind energy changes in electrical systems. When charges move between points of different potential, energy transforms between electric potential and kinetic forms, always following the law of energy conservation. Understanding these transformations is key to analyzing circuits and charged particle motion. Let's dive in!

#Changes Due to Electric Potential Difference

#System Energy Changes

  • Moving a charged object between two points with different electric potentials changes the electric potential energy of the object-field system. This change is given by:

    ΔUE=qΔV\Delta U_{E}=q \Delta VΔUE​=qΔV

    Where:

    • ΔUE\Delta U_{E}ΔUE​ is the change in electric potential energy (in joules).
    • qqq is the charge of the object (in coulombs).
    • ΔV\Delta VΔV is the electric potential difference (in volts).
Key Concept

The change in electric potential energy is directly proportional to both the charge and the potential difference.

  • Positive Charge Movement:

    • Moving a positive charge from a higher potential (V1V_1V1​) to a lower potential (V2V_2V2​) results in a negative ΔUE\Delta U_{E}ΔUE​, meaning the system loses electric potential energy. Think of it like a ball rolling downhill - it loses potential energy. 🔋
    • Conversely, moving a positive charge from lower to higher potential results in a positive ΔUE\Delta U_{E}ΔUE​, meaning the system gains electric potential energy.
  • Kinetic Energy Connection:

    • A decrease in electric potential energy (negative ΔUE\Delta U_{E}ΔUE​) corresponds to an increase in the object's kinetic energy. The 'lost' potential energy turns into motion!
    • An increase in electric potential energy (positive ΔUE\Delta U_{E}ΔUE​) results in a decrease in the object's kinetic energy. The object slows down as it gains potential energy.

#Charged Object Movement

  • The direction a charged object moves in an electric field depends on its charge and the field's direction.

  • Positive Charges:

    • Positive charges (like protons) are accelerated from *higher ...
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Question 1 of 8

A particle with a charge of 3 C moves through a potential difference of 2 V. What is the change in the electric potential energy of the particle? 🤔

6 J

-6 J

1.5 J

-1.5 J