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New Theories / Space-time curvature is impossible in a 3-dimensional space
« on: 24/09/2022 13:17:41 »
The space-time curvature is impossible to exist in a 3-dimensional space. A ball of metal in space according to GR curves space-time but how?
Let's say the ball represents 10 parts of mass from the top to the bottom.
There are three ways that this ball can curve a 3-dimensional space-time :
1) The bottom part curve with greatest degree of curvature. In this case the curvature degree will reduce while we move from the bottom to the top.
Why the curvature starts from the bottom to the top? this a problem of where in space-time the curvature will be stronger. if it in contrary it starts from the top to the bottom the points in space at the top will curve stronger than the points of space at the bottom
2) If the curvature is equal in all these parts. Why it is 10 parts with x tension why not 20 parts with y tension. y tension cannot equal x tension. A 1/10 mass will not curve as a 1/20 mass . I can divide the ball with portions as I want 20, 50, etc ( Integration can be used here ) For each case the curvature tension will be different giving different results.
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3) if this is not the case and the the curvature starts bigger from both the top and the bottom and equal at the top and at the bottom then the curvature in such case will decrease from both sides until it supposed to reach zero at the center of the ball. A mass is not one thing it consists of atoms and has gaps between atoms. If it consists of atoms then I can divide it into parts. According to this I have 10 parts each part has a top and a bottom if the bottom of the first part curves space then the top of the next part(lower) will curve in an opposite direction according to this type of curvature ( curvature can be downwards or upwards here) The same thing, if the bottom of the atom curves space then the top of the next atom (lower) will curve in an opposite direction. A mass will not undergo gravity between two curvatures in opposite directions the curvature of the first atom cannot reach the curvature of the next atom both curvatures are of opposite directions. The curvature of the first atom downwards is not infinite( if so the atom will give infinite gravity) It has a limit in space the lower atom has a limited curvature in space ( or gravity will be infinite) if both curvatures ( in opposite directions) are in limited in place in space then there must a place in between the atoms that gravity does not exist but gravity between the atoms for a mass m exists.
If in the above ways the mass fails to curve space-time in a 3-dimensional space-time then the concept of space-time curvature is not valid.
Let's say the ball represents 10 parts of mass from the top to the bottom.
There are three ways that this ball can curve a 3-dimensional space-time :
1) The bottom part curve with greatest degree of curvature. In this case the curvature degree will reduce while we move from the bottom to the top.
Why the curvature starts from the bottom to the top? this a problem of where in space-time the curvature will be stronger. if it in contrary it starts from the top to the bottom the points in space at the top will curve stronger than the points of space at the bottom
2) If the curvature is equal in all these parts. Why it is 10 parts with x tension why not 20 parts with y tension. y tension cannot equal x tension. A 1/10 mass will not curve as a 1/20 mass . I can divide the ball with portions as I want 20, 50, etc ( Integration can be used here ) For each case the curvature tension will be different giving different results.
.
3) if this is not the case and the the curvature starts bigger from both the top and the bottom and equal at the top and at the bottom then the curvature in such case will decrease from both sides until it supposed to reach zero at the center of the ball. A mass is not one thing it consists of atoms and has gaps between atoms. If it consists of atoms then I can divide it into parts. According to this I have 10 parts each part has a top and a bottom if the bottom of the first part curves space then the top of the next part(lower) will curve in an opposite direction according to this type of curvature ( curvature can be downwards or upwards here) The same thing, if the bottom of the atom curves space then the top of the next atom (lower) will curve in an opposite direction. A mass will not undergo gravity between two curvatures in opposite directions the curvature of the first atom cannot reach the curvature of the next atom both curvatures are of opposite directions. The curvature of the first atom downwards is not infinite( if so the atom will give infinite gravity) It has a limit in space the lower atom has a limited curvature in space ( or gravity will be infinite) if both curvatures ( in opposite directions) are in limited in place in space then there must a place in between the atoms that gravity does not exist but gravity between the atoms for a mass m exists.
If in the above ways the mass fails to curve space-time in a 3-dimensional space-time then the concept of space-time curvature is not valid.