Casimir Effect within a Circular Topography

In summary, the conversation discusses the casimir effect in relation to a circular or cylindrical object. The speaker is wondering how the casimir effect would act in this scenario and whether it would cause the circle to cave in or remain round. They have not been able to find much information on this topic and are seeking input from experts.
  • #1
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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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  • #2
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.
 

What is the Casimir Effect within a Circular Topography?

The Casimir Effect within a Circular Topography is a phenomenon in quantum physics where two closely spaced parallel plates experience an attractive force due to the fluctuations of the quantum vacuum. This effect was first predicted by Dutch physicist Hendrik Casimir in 1948.

How does the Casimir Effect within a Circular Topography work?

The Casimir Effect is caused by the quantum fluctuations of virtual particles, which constantly appear and disappear in the vacuum. When these particles are confined between two closely spaced plates, their wavelengths are limited, resulting in a difference in the number of particles on either side of the plates. This creates a net force that pushes the plates together.

What is the significance of the Casimir Effect within a Circular Topography?

The Casimir Effect is significant in understanding the nature of the vacuum and the behavior of quantum particles. It has also been studied for potential applications in nanotechnology and micromechanical devices.

What are the challenges in studying the Casimir Effect within a Circular Topography?

One of the main challenges in studying the Casimir Effect is the difficulty in precisely measuring the tiny forces involved. Additionally, the effect is affected by various factors such as the geometry of the plates, their material properties, and temperature, making it a complex phenomenon to study.

Are there any real-world applications of the Casimir Effect within a Circular Topography?

While there are no current practical applications of the Casimir Effect, it has been proposed for use in technologies such as nanoscale actuators, sensors, and energy harvesting devices. However, more research is needed to fully understand and harness this phenomenon for practical use.

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