Magnetic attraction v/s induction ?

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SUMMARY

The discussion clarifies that magnetic attraction and magnetic induction occur simultaneously rather than sequentially. Both phenomena arise from a changing current, which generates a magnetic field (B) and an electric field (E) that propagate outward at the speed of light. The assertion that a changing magnetic field induces an electric field is incorrect; instead, both fields are produced concurrently from the same source. This distinction is crucial for understanding Maxwell's equations and the relationship between magnetic and electric fields.

PREREQUISITES
  • Understanding of Maxwell's equations
  • Familiarity with the Lorentz force equation
  • Knowledge of electromagnetic field theory
  • Concept of retarded potentials in electromagnetism
NEXT STEPS
  • Study the implications of retarded potentials in electromagnetic theory
  • Explore the relationship between electric and magnetic fields in detail
  • Investigate the practical applications of Maxwell's equations in modern physics
  • Learn about the experimental verification of electromagnetic induction
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Physicists, electrical engineers, and students of electromagnetism seeking a deeper understanding of the interplay between magnetic attraction and induction.

mkbh_10
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Which comes first , magnetic attraction or magnetic induction and Why?
 
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That is a very chicken-or-egg question. As near as we can tell they happen at the same time. All of Maxwell's equations and the Lorentz force equation are valid at all times.
 
mkbh_10 said:
Which comes first , magnetic attraction or magnetic induction and Why?

Neither. If you have a changing current which is a source for both a magnetic field B and magnetic induction which creates an E field in space (at the same spot) one finds that BOTH proceed outward from the source current at the speed of light. (for that matter A, the magnetic vector potential, is also "retarded" as well which means delayed by the speed of light.)

Usually nobody likes to deal with retardation in Maxwell's equations because it's a major pain in the butt. But it is real and many times it is also important. An important fact that comes out of this observation is that since B and E at a given point are happening at the same time (same distance and same speed of light from source) it logically follows that Resnick and Halliday's statement that a changing B field creates an induced E field is clearly wrong. Things that occur at the same time cannot cause each other. Truth is that a changing current creates BOTH a B field and the E field (and an A field) which propagate away together. Now since both have the same source one can certainly use the values of the B field to calculate the value of the E field. This is why Maxwell said that the induced E field is "measured by" the B field rather than "created by" it. It's a fine point, but an important one.
 

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