Mass to volume conversion

Is there an equation to convert mass to volume assuming a negligible gravitational effect. So say 1 micro gram occupies a particular volume.

 

OK. I am trying to understand the relationships between Planck length, Planck mass and Planck volume. The measurements are so small and have a standard uncertainty I was thinking I could scale them up somehow to say make 1 Plank volume equal to 1 cubic metre for convenience and then derive the other units from that. Don't ask me why I want to do this as it is something I am working on that is not related to current theories and would cause problems if I discussed it here.

 

The problem is with h-bar if I have h at 1. If I have 1/2pi for h-bar then how would this relate to G and c? The units are no longer normalised, are they?

 

I think that is what I will have to do otherwise I am comparing apples with pears. Ultimately I want to convert mass to a volume. I need to factor in a density for a rest mass energy. I want to plot volume and mass for various elements at rest mass. Unless this has already been done. I also want to plot valency against specific gravity for elements in the periodic table. Does anyone know if this has been done somewhere.

 

That's what I am thinking.

I know and that is going to be a real problem. I haven't worked out how to resolve it yet. I am sure there will be a way but the math will be complex. Maybe too complex.

 

I have been reading up on the classical electron radius. If I were to use this as a reference point and sidestep quantum mechanics (I know!) then this could give me some reference point.

 

This then leads on to the electromagnetic radius for any mass.

 

Has anyone heard of the scale invariant quantum Hall impedance.

I found this.

[crackpot link deleted]

 

The article above seems to indicate that one of the magnetic monopoles is reacting out of range of detection. This may mean that the photon is actually too big for us to detect in its entirety.