Voltage & Charged Rod: Common Misconceptions Explained

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SUMMARY

A charged rod cannot possess a voltage measured in amperes (A); voltage is a measure of electric potential difference, not current. The discussion clarifies that voltage requires a difference in charge between two points, while current, measured in amperes, refers to the flow of electric charge. Additionally, the concept of "magnetic voltage" is introduced, indicating that magnets have a magnetic potential due to their poles, but this is distinct from electric voltage. The key takeaway is the differentiation between voltage and current, as well as the understanding of potential differences in both electric and magnetic contexts.

PREREQUISITES
  • Understanding of basic electrical concepts, including voltage and current
  • Familiarity with the principles of electric charge
  • Knowledge of magnetic fields and properties of magnets
  • Basic physics terminology related to electromagnetism
NEXT STEPS
  • Study the relationship between voltage and current in Ohm's Law
  • Explore the concept of electric potential difference in circuits
  • Learn about magnetic fields and their properties, including magnetic potential
  • Investigate the differences between electric and magnetic fields in physics
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Students of physics, educators teaching electromagnetism, and anyone seeking to clarify the distinctions between voltage and current in electrical and magnetic contexts.

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Homework Statement


What is wrong with this statement: A charged rod has a voltage of 0.50 A through it. Explain your answer.

Homework Equations



The Attempt at a Solution


A charged rod cannot have a voltage through it and voltage is not measured in A. Right? I know that to have a voltage, there must be a potential difference determined by two different charges. But what if the rod was a magnet? Would there be a voltage through a magnet?
 
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You're right, voltage is not measured in Amps. Current is. Is this supposed to be a trick question, or is it just to see if you are paying attention?
 
I don't know (?). Is it a trick question? :biggrin:
 
I think the only problem with the statement is the Amps bit. You're right that for there to be a potential difference you need a difference in charge, but if all the charge in the rod were at one end it could have a potential difference across it.

Magnetic "voltage" is different to electric voltage. You're right that a bar magnet would, in a sense, have a magnetic potential across it as it has two poles.
 
Thank you. That clarifies my understand of voltage, finally.
 

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