Physics education research, electronic materials, and the musings of Christopher Moore, Ph.D.

Considering Newton's law of gravitation (NLG):

F = GMm/D^2
where G = 6.67*10^(-11) - gravitational constant.

This means that a non-magnetic ball in a vacuum vessel placed on Earth's surface interacts simultaneously with all planets of the Solar system. So the question is: can we replace all planets with a virtual mass center of a solar system (baricenter), or we can't?

If we can, then the place where the ball falls (considering we can precisely determine it within a huge number of experiments) should correlate with a current position of the baricenter.

If we can't and the fluctuations will follow normal distribution law, then hypothesis of baricenter's existence is wrong

Will anyone try to build an experimental setup for that?