fluid mechanics and general relativity

Working on fluid mechanics, I spent a lot of efforts trying to solve Navier-Stocks equations and Rabinowitch integral in the case of non newtonian liquids. I obtained good results for the flow of such liquids whatever is ducts geometry.

When I started working on general relativity equations, I was surprised by similarities between Einstein's final equation and fluids equations. It is interesting to have in mind that for laminar flow of newtonian liquids, equation you have to solve is a Poisson one and Einstein's equation reduce also to a Poisson one when you simplify univers geometry.

These observations were the basis of my approach and I finally found that "EINSTEIN WAS TRUE" in his work to find univers geometry whatever the scale.

I just finished a new paper where I included a unique equation for gravitational and electrostatic interactions.

I obtained for the first time a fundamental law where the constant is the ratio between Planck length and Planck mass

I am finishing to include all of that stuff in what I called a unified theory for mass and electrostatic interactions.

If you are interested, please contact me !!