Mach's principle for electric fields

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SUMMARY

This discussion explores the concept of Mach's principle as it relates to electric fields, questioning whether the global influence of all charged particles affects individual particles in a manner similar to gravitational interactions. The conversation references a previous post by the user, which delves into the parallels between gravity and electromagnetism. The inquiry also touches upon the potential connection to Quantum Field Theory (QFT), indicating a need for further exploration of these fundamental interactions.

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  • Understanding of Mach's principle in physics
  • Basic knowledge of electric fields and charged particles
  • Familiarity with Quantum Field Theory (QFT)
  • Concepts of gravitational interactions and their comparison to electromagnetism
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  • Research the implications of Mach's principle in electromagnetism
  • Study Quantum Field Theory and its relevance to electric fields
  • Examine the relationship between charged particles and their global effects
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Physicists, students of theoretical physics, and anyone interested in the foundational principles of electromagnetism and their relationship to Mach's principle.

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"Mach's principle" for electric fields

I know it's terrible to draw conclusions from similarities, and gravity and electromagnetism have a particularly bad wrap for this. I made this post recently:

https://www.physicsforums.com/showpost.php?p=2841591&postcount=29

And it got me wondering if there's a sort of Mach's principle for electric fields... Of course, not necissarily based on inertia of the particle.

But that the global effect of all the charged particles in the universe have an effect on each individual particle that appears intrinsic to the particle.

Or is this a subject of QFT?
 
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