Do objects of differing mass fall at the same rate in a magnetic field?

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SUMMARY

The discussion centers on the interaction of objects with differing mass in a magnetic field, asserting that more massive magnetic objects may be attracted to a magnetic source at a faster rate than less massive ones. This assertion is grounded in established scientific principles, particularly the relationship between force, mass, and acceleration as described by Newton's second law, represented by the equation F = ma. The conversation emphasizes the distinction between gravity and magnetism, highlighting magnetism as a force that influences the motion of objects based on their mass.

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  • Understanding of Newton's second law of motion
  • Basic principles of magnetism
  • Concept of gravitational force
  • Knowledge of mass and acceleration relationships
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Constellar
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TL;DR
Do massive objects fall at the same rate in fields other than the gravitational field?
Gravity isn't a force in the strictest sense of the word, yet magnetism is exactly that: a force. As is strong, EW, etc.
Therefore, it's possible that the more massive magnetic object gets drawn to the center of a magnetic source at a faster rate than the less massive magnetic object. Discuss!
 
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Hello @Constellar ,
:welcome: ##\qquad ## !​

Are you trying to offload a homework assignment, or trying to actually start a discussion ?
If the former, read the guidelines and post your best effort.
And if the latter: well, what are your thoughts ?

:smile:

##\ ##
 
Last edited:
[Response deleted]
Try again, this time without the attitude.

What you are speculating about is pretty well established science. How much do you know about that? What does it tell us regarding your scenario?
 
Constellar said:
it's possible that the more massive magnetic object gets drawn to the center of a magnetic source at a faster rate than the less massive magnetic object.
Yes.

Constellar said:
Discuss!
##\vec a = \vec f/m##
 
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