Casimir Effect within a Circular Topography

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SUMMARY

The discussion focuses on the Casimir Effect and its implications within a circular or cylindrical geometry. Participants explore whether the effect would cause the circular structure to cave in or maintain its shape. The consensus leans towards the idea that the inward force generated by the Casimir Effect would lead to the sides of the cylinder touching, resulting in a collapse of the circular form. The conversation highlights the need for further professional insights into the specific setup and parameters involved in this scenario.

PREREQUISITES
  • Understanding of the Casimir Effect and its principles
  • Familiarity with cylindrical geometry in physics
  • Knowledge of force dynamics in closed systems
  • Basic grasp of quantum field theory concepts
NEXT STEPS
  • Research the mathematical modeling of the Casimir Effect in cylindrical geometries
  • Explore experimental setups for observing the Casimir Effect
  • Investigate the implications of the Casimir Effect in quantum field theory
  • Study the effects of boundary conditions on force dynamics in physics
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Physics enthusiasts, researchers in quantum mechanics, and anyone interested in the applications of the Casimir Effect in theoretical and experimental physics.

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Lately I've become rather obsessed with physics and in particular the casimir effect. I understand how it works, though I recently began wondering how this effect would act within a circular or a cylinder or something as such.

Would it make the circle cave in, thus the sides touching?
Would the circle remain round?

I cannot find many articles about this question, and although I do assume that the circle would simply cave in onto itself I still find this quite interesting and do seek other, more professional, eyes.

Thank you.
 
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Can you explain the setup you have in mind? Which circle, where?
In a cylinder, there is a small force inwards. The force is the same everywhere, neglecting effects from the top and the bottom of the cylinder.
 

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