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| {{Short description|Pressure created by the Casimir effect}} | {{Short description|Pressure created by the Casimir effect}} | ||
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| '''Casimir pressure''' is created by the ] of ]s. | '''Casimir pressure''' is created by the ] of ]s. | ||
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| Therefore, dividing the magnitude of Casimir force by the area of each conductor, Casimir pressure <math>P</math> can be found. Because the Casimir force between conductors is attractive, the Casimir pressure in space between the conductors is negative. | Therefore, dividing the magnitude of Casimir force by the area of each conductor, Casimir pressure <math>P</math> can be found. Because the Casimir force between conductors is attractive, the Casimir pressure in space between the conductors is negative. | ||
| Because virtual particles are physical representations of the ] of physical ], the Casimir pressure is the difference in the density of the zero point energy of empty space inside and outside of cavity made by conductive plates. |
Because virtual particles are physical representations of the ] of physical ], the Casimir pressure is the difference in the density of the zero point energy of empty space inside and outside of cavity made by conductive plates. | ||
| == |
==See also== | ||
| {{Portal|Physics}} | {{Portal|Physics}} | ||
| * ] | * ] | ||
| == References == | |||
| {{reflist}} | |||
| ] | ] | ||
Revision as of 20:08, 26 October 2024
Pressure created by the Casimir effect | This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed. Find sources: "Casimir pressure" – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this message) |
Casimir pressure is created by the Casimir force of virtual particles.
According to experiments, the Casimir force between two closely spaced neutral parallel plate conductors is directly proportional to their surface area :
between two closely spaced neutral parallel plate conductors is directly proportional to their surface area 
:
Therefore, dividing the magnitude of Casimir force by the area of each conductor, Casimir pressure can be found. Because the Casimir force between conductors is attractive, the Casimir pressure in space between the conductors is negative.
can be found. Because the Casimir force between conductors is attractive, the Casimir pressure in space between the conductors is negative.
Because virtual particles are physical representations of the zero point energy of physical vacuum, the Casimir pressure is the difference in the density of the zero point energy of empty space inside and outside of cavity made by conductive plates.
See also
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