Dear Friends, Grand Success. We can check with the observational data of the past any two total solar eclipses, if it is accurate. In the formula : ∆R = ( ∆x / x ) * R, the ∆R value is 31.265 cm / year. At that rate, R increases in value/year. We can check the total solar eclipses on April 8, 2024, and March 29, 2025. Using the formula, ∆R = (∆x/x)*R, where, ∆R = increase in radius of photo sphere of Sun, ∆x = increase in shift in degrees, of star light from behind the Sun between the two total solar eclipses, x = original shift of light coming from stars behind Sun during first solar eclipse in degrees, R = radius of photo sphere of Sun=6.9566 x 10^8 m at the first solar eclipse, we can measure the increase in the radius of photo sphere of sun. If the increase is 31.265 cm/year, it means that the mass of the Sun is increasing at the rate of 9.45 billion tons/s as predicted by my Theory. This is the sure experimental verification of my Theory.

So, why wait? Please, do the experimental verification based on the past experimental data (for April 8, 2024, and March 29, 2025). Today is 31st July, 2025.

I have good news for all of you. According to Richard Muller of Rutgers University, NJ, USA, the rate of expansion of the Sun was indeed 31.265 cm/year based on the past experimental data of NASA spanning over 2000 years.

My TOU (Theory of Universality) is now experimentally verified by Richard Mueller, the science consultant from Rutgers University, NJ (USA), as follows :

The increase in the radius of the photosphere of the Sun is 31.265 cm/yr, and also, the mass of the Sun is increasing at the rate of 9.45 Billion Tons/s.

The rate of expansion of the Sun's photosphere follows the formula:

v_exp = c^2 / 2u. Where u = speed of dark matter.

The dark matter speed has already been theoretically calculated as 2.1456 x 10^23 m/s and has now been proved experimentally.

I am delighted to announce that I was awarded a Doctorate in Physics for my Theory of Universality.

Please, join the discussion in Academia:

https://www.academia.edu/s/7ebea6d14b?source=link