Can Extra Dimensions Change Our Understanding of Energy Conservation?

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SUMMARY

The discussion centers on the implications of extra dimensions on the conservation of energy, as presented by a theorist during a CERN hangout. It asserts that if extra dimensions exist, energy may not be conserved in the traditional sense, potentially linking to phenomena like dark energy. The conversation raises critical questions about the nature of energy across dimensions, including whether new forms of energy could emerge and how energy interacts with space in higher dimensions.

PREREQUISITES
  • Understanding of basic physics concepts, particularly energy conservation.
  • Familiarity with theories of extra dimensions in physics.
  • Knowledge of kinetic energy equations in different dimensional frameworks.
  • Awareness of dark energy and its implications in cosmology.
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  • Research the implications of string theory on energy conservation.
  • Explore the concept of dark energy and its relationship with extra dimensions.
  • Study the mathematical formulations of kinetic energy in various dimensional spaces.
  • Investigate current experimental approaches to detect extra dimensions.
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Physicists, cosmologists, and students interested in advanced theoretical physics, particularly those exploring the intersections of energy conservation and higher-dimensional theories.

almo
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Just finish watching hangout with cern..
Thats a part when the theorist explain abt conservation of energy that seems very vague.
He explained that, with extra dimensions, we could observed that energy is not conserved. And he added that it might have relation to a lot of things, such as dark energy.
But I still don't quite understand.
I understand about the part that, we might be unable to observe high dimensions and energy from the higher dimensions. But what about, if the model of extra dimension prove to be true, is energy still the energy that we understand? How does energy, transverse from the dimensions? Will there be new forms of energy? Will the way where by energy warp space be the same?
 
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You could look at it like this:

In 3D, a velocity vector is <vx,vy,vz> and an objects kinetic energy would be described as:

1/2 m v^2 = 1/2 m vx^2 + 1/2 m vy^2 + 1/2 m vz^2

Now suppose we lived in a 2D world then KE = 1/2 m vx^2 + 1/2 m vy^2 for the same object.

The vz component of its KE is hidden from us.
 

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