Electromagnetism direction rule

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SUMMARY

The discussion focuses on determining the direction of current in relation to magnetic fields, specifically referencing Lenz's Law. It emphasizes that the direction of induced electromotive force (εmf) opposes the change in the original magnetic field. The distinction between the original magnetic field and the rate of change is crucial for understanding current direction. The conversation highlights that while calculating magnitude is straightforward, the direction can be complex and requires a clear understanding of these principles.

PREREQUISITES
  • Understanding of Lenz's Law
  • Familiarity with electromotive force (εmf)
  • Knowledge of magnetic field concepts
  • Basic principles of electric circuits
NEXT STEPS
  • Study Lenz's Law in detail to grasp its implications on current direction
  • Explore the relationship between changing magnetic fields and induced currents
  • Learn about Faraday's Law of Electromagnetic Induction
  • Investigate practical applications of εmf in electrical engineering
USEFUL FOR

Students of physics, electrical engineers, and anyone interested in the principles of electromagnetism and current direction analysis.

Jabababa
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Homework Statement



#45
What is the magnitude and the direction of the current?

Homework Equations


The Attempt at a Solution



I know how to get the magnitude but i don't get the current direction...how do i find out which way the current goes?

What is the general rule to find the direction of current or magnetic field without a force? I know how to do it with all 3 but sometimes they only give me the current and the magnetic field direction but not force.
 

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The direction of the induced εmf is such that it opposes the direction of the change in the original magnetic field. This is where the negative sign comes from in Lenz's Law.

While that's the official answer, I empathize that it might still be confusing. (εmf is endless source of confusion for almost everybody.)

So let me phrase it another way. This way is less elegant, but hopefully more insightful. But first we must make a distinction of our terms.

When you calculated the magnitude, you already made the distinction between the original magnetic field and the rate of change of the original magnetic field. They are two different things, and can be -- and often are -- in completely different directions (and can be -- and often are -- in the same direction). My point here is that making the distinction between strength of the field and strength of the rate of change of the field is an important distinction to make.

Moving on...

You know that a changing field will induce an εmf in the wire loop. That εmf will cause a current to flow through the wire if the circuit is closed (like it is here). That current will induce a magnetic field of its own (through the same loop). And (...here's the important part...) the direction of that induced magnetic field is in the opposite direction of the rate of change of the original magnetic field. I think that's the general rule you're looking for.
 
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