If I take a large mass such as the sun and change its negative(adsbygoogle = window.adsbygoogle || []).push({});

electric charges (half the total number of charges) into positive

charges, so all electric charges are positive, and I transform the

electric force so that like charges attract (by changing photons from spin 1 to spin 2), the charges would be

behaving like masses.If I take the mass of the star and convert half

of it to negative mass, since like masses attract , we would expect

unlike masses to repel one another.By transforming the gravitational

force so that unlike masses attract one another( by changing the graviton from spin 2 to spin 1), mass

would now be behaving like charge.

If mass and charge have swapped places in the Sun, under the above

transformation, then mass can generate an electromagnetic wave.

How fast is this wave?

Using the equation for the radius excess of the Sun and assuming it

must be the same from the point of view of charges as it is from the

point of view of masses:

GM/3 c^2 = k Q/ 3 v^2 ( Q =total charge after half charge in the Sun

has its sign reversed,so all charge has one sign)

10^ -11 x 10^30 / (10^8) ^ 2 = 10^9 x 10^ 38 / v^2

v = 10 ^ 22 metres per second.

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# Calculation of graviton speed

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