A Totally New Approach Towards Describing Gravity and hence Quantum Gravity
Journal Title: International Journal for Research in Applied Science and Engineering Technology (IJRASET) - Year 2017, Vol 5, Issue 7
Abstract
What is gravity? Is it curving of spacetime due to the presence of energy, momentum? In order to make a quantum mechanical model of gravity we need to change our thoughts about what gravity. We need to forget about spacetime for a moment. We need to empty ourselves in order to grasp the information I am about to give you right know. Gravity can be explained simply by the volume of the space occupied by the object for example Earth. Now let’s imagine that the earth is hollow. We know that there will be space inside as well as outside the Earth since there is no matter present either inside or outside. Now I fill the volume of the Earth. What will happen? The matter that will be filled inside the hollow Earth will occupy the space inside and hence the volume of space that is within the Earth will be forced to come out. Now because the space is pushed out, it will take the position of the space just present outside the Earth and hence the space which is just above the Earth’s surface will be replaced by the space which was once inside the Earth. Now there is one thing to be noted and that is the space that comes out of the Earth has the same volume as of Earth. The Earth has a volume of 1.0831 x 1012 km3 and this is the space-volume or the volume of space that will be released when the Earth is filled. Now to contain this amount of space-volume in a sphere its radius should be nearly 6370 km. But in this case we will calculate what should be the radius of the sphere to contain twice the volume of the Earth since one is the volume of Earth itself and the other is the space-volume of Earth which was once inside the Earth and is now surrounding it and therefore we can say that, ࢘࣊3/ = ࢂE (ࢂE is the volume of Earth) And hence the calculations reveal that the radius of the sphere should be 8027 km and now we need to subtract the radius of the Earth to get the height in which the volume of Earth can accommodate above the surface of the Earth and the answer comes out to be 1656 km. Now the volume of space which was surrounding the Earth during the time Earth was hollow will now get displaced as its position has been now accommodated by the space-volume of Earth itself. Now we can calculate the radius for thrice the volume of Earth and subtract 8027 km from it and the result is 1161 km. That means now the volume of Earth can be contained in a height of 1161 km above 8027 km. In the similar manner this chain of displacing space-volume will continue and every time the space is displaced it will have the same space-volume as Earth does and hence each displacement would be smaller compared to the previous one as we saw in the above example. Finally the chain will come to an end when the space will get displaced by Planck Length marking the ࡳSOI of the Earth since the space will not be able to displace itself after that, assuming it to be the cosmic limit of length. Hence the volume of space at that point will be twice the volume of Earth since one is the space-volume of Earth that is already present whereas the other one is the displaced space-volume of Earth. Therefore we can see that this part of space has 6 dimensions.
Authors and Affiliations
Muhammad Ghulam Khuwajah Khan
Keywords
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