Newtonian attraction

Newtonian attraction

[nü′tō·nē·ən ə′trak·shən]
(mechanics)
The mutual attraction of any two particles in the universe, as given by Newton's law of gravitation.
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Since the Newtonian attraction of a sphere on any point located inside of it is zero, we find that the sum of all the concentric spheres extending to an infinite distance will be zero.
They affect the measured gravity through the variable Newtonian attraction of water masses and through the loading effect as a result of the Earth deformation due to variable loading.
The heartbroken George replied: "Non--j'aurai--des--maitresses." Sighed the expiring queen: "Cela n'empeche pas.") Of the unknowns, I think my favorite was George Cheyne, a medical reformer who tried to apply principles of Newtonian attraction to medicine, in a weird construction known as "iatro-mathematics" Cheyne struggled heroically, but mostly unsuccessfully, with problems of diet and alcohol intake, eventually becoming so fat that "a servant had to follow him with a stool so that he could recuperate every few yards"
It is possible that the Pioneer anomaly can be explained by the existence of non-Newtonian forces: this effect is registered near the boundary of the Solar System, because Newtonian attraction here decreases (with radial distance), and non-Newtonian attraction increases.
In the ideal case one would expect the maximum repulsion of the pendulum to occur when the angular momentum constraint is met and its magnitude to be comparable to the Newtonian attraction.
An additional gravitational test of QCM would be a laboratory experiment with a slowly rotating attractor mass producing a repulsive effect to counteract the Newtonian attraction at specific rotation frequencies for the given separation distance to the affected mass.