Any two points, anywhere, in any direction, lie upon the circumference of the hyperverse. The Hubble constant is a measure of how fast the galaxies are separating from one another. Knowing the radius of the hyperverse is expanding at twice the speed of light, we can next ask how fast ithe circumference is growing. The Circumference of the Hyperverse is Expanding at a Rate Equal to the Hubble Constant The unit of quantum time increases with time, and in such a manner to cancel the accelerating expansion of the whole hyperverse. The 2c expansion rate for this 'observable hyperverse' is due to the nature of quantum time. We will show how expansion creates relativity. The amazingly rapid expansion of space into the fourth dimension is argued to be the basis of time in another page. This is NOT a violation of relativity, as we are talking about movement of the entire universe, not something within it. When I first did this calculation, I asked myself, "do I experience this somehow?", and the immediate thought was that this must be the basis of time. By RADIAL, we mean the hyperverse radius, the fourth dimensional radius. as there is sometimes confusion over this. This is amazing! This simple math says the universe is radially expanding at TWICE THE SPEED OF LIGHT, or 2c. So how fast is the hyperverse radius growing? 27.6 divided by 13.8 is 2. Using simple math, we can calculate what the radius of this 'observable hyperverse" would be, and we get a value of about 27.6 billion light years. The radius of the observable universe is about 46.25 billion light years. If the universe is actually the surface volume of a hypersphere, then we can ask how large the hypersphere is. The Hyperverse is Expanding Radially at Twice the Speed of Light We can state that the edge of space is everywhere, and the center of space is nowhere. You and I, and the center of the earth and the sun, as is every point in space, are at the edge of space. The edge of space is therefore everywhere. Every point in space is on the surface of the hyperverse. The universe as the 3D surface volume of a 4D hypersphere gives a positively curved, closed, and finite 3D space. A Hyperverse Gives us a Positively Curved, Closed, and Finite Universe Think of it this way: if you have a circle, and you want to make it larger, you draw a larger circumference, to make a larger circle.
#Volume 4d sphere full#
With the concept that space exists, not as a vacuum, but as a distinct entity, consisting of 'atoms of space', and that space is expanding, we can ask the question of where is there room for the additional atoms of space created by expansion? The universe is already full of space, and the only direction in which there is room to add more is into a fourth dimension. There are several lines of thought supporting the idea that the universe is the surface volume of a 4D sphere.įor an alternative video, one explaining in more detail the balloon analogy point of view, see the video " The Balloon Analogy of the Universe May Actually be the Correct Model". For the video presentation of this paper, click here. This page reviews, with little math, the topics of that paper, so please refer to the paper for a more rigorous discussion. The paper, " The Hubble Constant is a Measure of the Increase in the Energy of the Universe ", introduces hyperverse theory, presenting the idea that our universe is the surface volume of a four dimensional, hollow hypersphere, termed the hyperverse.
0 kommentar(er)
