Quote:
Originally Posted by nutant gene 71
I'm not sure I totally understand, but it would appear that at some point, past zero, gravity should become repulsive rather than attractive, if it is to follow Maxwell's equations. Is this not so? And if it is so, and we know gravity is never repulsive, how does The Quaternion Theory of Gravity overcome this problem? Just curious is all.
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I am proposing that gravitational energy E= -mu/R + mcv. The real energy is centripetal (center seeking) the vector energy mcv is centrifugal (center fleeing). Your comment makes the point that gravity is both attractive and repulsive. Newton and Einstein's real energy only model is only attractive and has no repulsive feature. However the redshift is evidence of the centrifugal force. The Universe is in equilibrium because of the balance of the centripetal and centrifugal forces of gravity. Gravity is the source of the velocity in mcv.
This is not a gravity problem. Gravity has two aspects the real and the vector. The real is attractive and the vector is 'repulsive".
Thanks for your comment.