Dimensions
Using the above derivations we can substitute the universal constants h, G, and c, and determine physical values for the particle's mass and radius. Assuming this radius represents a sphere of uniform density we can further determine the particle's volume and density.
| Parameter | Dimension | Value in SI units |
|---|---|---|
| Mass | M | 3.85763×10−8 kg |
| Radius | L | 5.72947×10−35 m |
| Volume | L3 | 7.87827×10−103 m3 |
| Density | M L−3 | 4.89655×1094 kg m-3 |
It should be noted that the above dimensions do not correspond to any known physical entity or material.
Read more about this topic: Planck Particle
Famous quotes containing the word dimensions:
“Words are finite organs of the infinite mind. They cannot cover the dimensions of what is in truth. They break, chop, and impoverish it.”
—Ralph Waldo Emerson (1803–1882)
“Why is it that many contemporary male thinkers, especially men of color, repudiate the imperialist legacy of Columbus but affirm dimensions of that legacy by their refusal to repudiate patriarchy?”
—bell hooks (b. c. 1955)
“Is it true or false that Belfast is north of London? That the galaxy is the shape of a fried egg? That Beethoven was a drunkard? That Wellington won the battle of Waterloo? There are various degrees and dimensions of success in making statements: the statements fit the facts always more or less loosely, in different ways on different occasions for different intents and purposes.”
—J.L. (John Langshaw)