Rest Mass Energy: Difference between revisions
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===A Computational Model=== | ===A Computational Model=== | ||
The best way to visualize this mass-energy equivalence to think about a pan on a stove. As the pan heats up one would see that the pan gets hotter, | |||
and one could infer that the internal energy of the pan goes up. This change in energy can be equated to mass. This is shown in the examples. | |||
==Examples== | ==Examples== | ||
Revision as of 01:19, 29 November 2015
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Rest Mass Energy
Work In Progress - Shiv Tailor HAI SHIV <3 -Alice Rest mass energy is the energy an object has when is not moving nor is it in a potential field. The famous equation
[math]\displaystyle{ E=mc^2 }[/math]
demonstrates the mass energy equivalence. What this equation means is that the Internal Energy (E) in Joules is equal to the mass (m) in kilograms times the speed of light (c) in meters per second squared.
This incredible relationship was shown by Albert Einstein in 1905.
A Mathematical Model
This is a very simple equation but it can be rewritten in many ways.
[math]\displaystyle{ E/(c^2)=m }[/math]
This is especially important because it says that all the energy, regardless of form, can be equated to mass
A Computational Model
The best way to visualize this mass-energy equivalence to think about a pan on a stove. As the pan heats up one would see that the pan gets hotter, and one could infer that the internal energy of the pan goes up. This change in energy can be equated to mass. This is shown in the examples.
Examples
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