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deanrichardkibbe.comKIBBE'S GRAVITATIONAL WAVE THEORY:
THE PUSH OF GRAVITY
By Dean R. Kibbe
To explain KIBBE'S GRAVITATIONAL WAVE THEORY, I'll make an analogy with a balloon floating on a pond.
If the water is still, and there is no wind, the shoreline could be lined with people armed with slingshots and small pebbles. Imagine pebbles being fired at the balloon, from every direction at once, from the shoreline around the pond. Some pebbles would miss the balloon and pass by to the opposite side of the pond, (firing horizontally rather than on an angle), or sink into the pond, (with an angled trajectory), and others would strike the balloon and push it in the direction the pebble was headed to. If the number of pebbles that struck the balloon was equal in all directions, the balloon would have a tendency to remain in the same position, but be compressed together more. This could be comparable to a planet in space being bombarded by electromagnetic or other types of waves and/or particles equally from all sides, to cause a Gravitational Wave push on its surface, and on its interior. Both wave and particle theories would work, since particles coming from all directions could interweave between each other and/or rebound off of each other in a manner that would balance out in equilibrium from all directions; and, waves could pass through each other like ripples on a pond, or sound waves, combining sum and difference frequencies to produce equilibrium pressure from all directions. (See Figure One - Red Balloon On A Pond)