Sentence examples for inverse cube from inspiring English sources

But gravity in a four-dimensional universe would obey an inverse cube law.

If gravity has four dimensions in which to exert itself, it obeys an inverse cube law: each time the distance between the particles is halved, the gravitational field increases eight times.

We learn a great deal about the world and our theories when we wonder, for instance, what would have happened after the big bang if the law of gravity had been an inverse cube law instead of an inverse square.

In Proposition 44, he derived a formula for the force, showing that it was an inverse-cube force, one that varies as the inverse cube of r.

For example, magnetic forces drop as the inverse cube of distance — go twice as far away and the strength of the force drops by a factor of eight.

In Proposition 44 of his Principia, he showed that the difference is proportional to the inverse cube of the radius, specifically by the formula given above, which Newtons writes in terms of the two constant areal velocities, h1 and h2 F_2(r) - F_1(r) = m \frac{h_1^2 - h_2^2}{r^3} ; Proposition 45; Problem 31 To find the motion of the apsides in orbits approaching very near to circles.

The equation based on the proposed model predicts an inverse cube-root dependency of the maximum diameter of cells that remain unbroken upon the pressure drop across the valve, and suggests that the maximum whole cell diameter will increase with an increase in the mechanical integrity of the cell walls.

The results demonstrate a continuous crossover from the direct exponential force to a steric pressure which decays as an inverse-cube law.

Section 9 of Book 1 treats precessing orbits, with Propositions 43 and 44 providing the striking result about the relationship between precession and the inverse-cube and Proposition 45 developing this result further for the case of nearly circular orbits, that is, for orbits like those of all the then known planets and satellites.

Newton's theorem simplifies orbital problems in classical mechanics by eliminating inverse-cube forces from consideration.

Newton's theorem describes only the effects of adding an inverse-cube central force.