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
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