To: Prof. Pramod Reddy

Linxiao Zhu

Rohith Mittapally

Dakotah Thompson

University of Michigan

I would like to comment your discovery published in Nature:

https://www.nature.com/articles/s41586-018-0480-9#ref-CR4

The way heat radiation is emitted must be connected with the structure of the electric fields of elementary particles, as the proton and electron.

But there is not any physical model of electric field proposed in Physics.

A physical model of electric field, composed by line forces of gravitons and electricitons, is proposed in the paper "On how Bohr model of hydrogen atom is connected to nuclear physics", as seen in the Figures 1 and 2:

https://fundamentaljournals.org/ijfps/article/view/ijfps.2018.330113/144

From this model of electric fields, a conclusion is inferred:  the Coulomb law F= K.Qq/d² does not work in nanoscales.  For distances shorter than 1000fm, the law of electric interaction between two electric fields is F= K.Qq/(d^x), where x<2.

The equations that rule the interaction between the electric field of two particles, in distances between 1,0fm and 100fm, are proposed in the page 14 of the paper "Mathematical confirmation for the nuclear properties K(O)= K(Ca)= 1/2K(Si)= 1/2K(Fe)":

https://www.scifedpublishers.com/open-access/mathematical-confirmation-for-the-nuclear-properties-ko-kcarnksi-kfe.pdf

The equations, from eq. (17) up to eq. (26), also show that the Coulomb repulsion between two particles depends on the velocity of the particles, and also on the way as they move (if in contrary directions, or if one of them is leaving the other, as occurs when alpha particles leaves the nucleus U238 in the alpha decay).

I think this physical model of electric field can be the way for the explanation on why nonoscale objects can emit and absorb heat with far greater efficiency than current theories can explain.

Regards