A Force Question – Einstein Gravitational Constant

[chemguy777]

The Einstein gravitational constant (Κ) is usually written as; Κ = 8πG/c⁴

Can this constant be represented as wave-particle ratios of force?

One ratio is a thermal ratio, it includes Plank temperature and Hawking temperature.

The other ratio is a particle ratio including Plank mass.

Can the Einstein constant be represented as an invariant ratio of these two ratios?

Is there any reference in the literature to these ratios?

Thanks

 

[PeterDonis]

Can this constant be represented as wave-particle ratios of force?

What does "wave-particle ratios of force" mean?

One ratio is a thermal ratio, it includes Plank temperature and Hawking temperature.

The other ratio is a particle ratio including Plank mass.

Can you give any references for these ratios?

Can the Einstein constant be represented as an invariant ratio of these two ratios?

I can't answer this since I don't know what ratios you are talking about.

Is there any reference in the literature to these ratios?

I've never seen one; that's why I asked you for one above. You presumably got this idea from somewhere. Where?

 

[sweet springs]

Hello chemguy777. You are referring Planck unit. $$G,\hbar,c$$ are the constants chosen to be one in the unit. I do not know the value of $$G$$ is derived from other postulates.

 

[chemguy777]

Hi Sweetsprings thank you for your reply.

I was hoping to explain why the Einstein Gravitational constant may be represented as ratios (plural) of force, however thermal forces must be defined first.

If you are interested I shall be happy to post the definition of the thermal force ratio.

Regards

Chemguy

 

[PeterDonis]

If you are interested I shall be happy to post the definition of the thermal force ratio.

Before you do anything else, you need to give the references that I requested in post #2. PF rules prohibit discussion of personal theories. If you have a reference for "thermal force ratio", you're welcome to post that as well.