Explain it to me like I am six: Quantum Gradient Time Crystal Dilation Theory. (Part 3)
I invented a novel Unified Field Theory that competes with String Theory. I use @FigminXR on @MetaQuestVR 3 to explain the basic physics of my Unified Field Theory.
I tried to explain my new Unified Field Theory while playing Population One on Meta Quest 3. They didn’t understand, so they asked me to explain to them like they were six. I decided to use Figmin XR to illustrate the idea.
Imagine a quantum gravity field, imagine a Document, a rectangle piece of paper, divided into four quadrants either by folds or a line. Imagine the center of the document where the folds or lines intersect as representing the point in space where a particle or an object is coming from, and moving towards you.
Imagine the four quadrants of the paper represent four areas of space, and in the center is a particle or an object flight straight toward you, we know that if the gravity is equal in all corners of space, then the particle or object will maintain a straight line which means it stays in the center of the paper at all times.
It never goes left or right, up or down. Not unless either another force acts up on it or space is curved by gravity. Except that we don’t see actual space curvature, we just measure curvature by distances, and by changes in the direction of object travel or particle travel, so imagine in the lower right quadrant of this paper there is a galaxy.
We know that light traveling towards you from the center of the paper will be bent towards the galaxy, because of gravity, this is called Gravitational Lensing.
The same is true for an object traveling through space, the galaxy will bend its path as if it was exerting a force on the object.
We know from General Relativity & the Equivalence Principle that both the gravitational field and acceleration will slow down the rate of a clock relative to clocks that are not accelerating or further away from a gravitational field. This concept is called time dilation.
It means that time for an object or a particle is relative based on both the effect of gravitation and the effect of your acceleration.
However when Galactic Lensing bends spacetime, changing the path of light or a particle from the center of the paper towards one corner or side of the paper there isn’t a new force being applied to that light or that object, rather it is argued that spacetime itself is curved, even though we don’t see it.
String theory tried to invent extra hidden curled up spatial dimensions to explain the curvature of space as something tinier than a quantum particle.
So let me explain my unified field theory called Quantum Gradient Time Crystal Dilation.
Instead of String Theory: I’m arguing that if we think of space as quantized areas like the pixels on your television screen, then we can imagine that some of the pixels are updating faster than others depending on whether the object or particle represented by a given pixel is either accelerating or affected by a gravitational field.
Imagine you are watching a movie, and normally all the pixels on your screen are updating at 24fps or 60 frames per second, but every part of the screen is updating at the same time with each frame of the movie.
Imagine that part of the screen was updating faster than other parts of the screen. It would mean the end of the movie would arrive in part of the screen before it arrived in the rest of the screen.
We notice, because of time dilation, the pixels in space near satellites are updating faster than the pixels on earth. The clock on the satellite is out of sync with the clock on earth.
Imagine that piece of paper again with four quadrants, imagine each quadrant has one time frame per interval, so the particle or object in the center always moves in a straight line, well in Quantum Physics we may not know exactly where the particle is, it is described as having a random walk through space, yet despite a particles random walk through space a photon will maintain its trajectory over long distances, because the random walk of a particle is nullified by itself overtime, a photon traveling toward you from the center of the paper might randomly walk into each quadrant by a tiny imperceptible amount an infinite amount of times and never actually change its trajectory. The photon's path through empty space without being affected by a gravitational field is approximately equivalent in each direction.
However when a galaxy is present in one of the quadrants, the gravity from the galaxy will cause the particle of light to bend towards that galaxy.
We know because of time dilation that the time of a clock is affected by gravity, in my Unified Field Theory I’m arguing that the clock rate of quantized space at the particle scale is affected by gravity.
So if a particle has a random walk, and there are four areas of space, it’s trajectory doesn’t change over time, but if one area of space has greater delta of time, because of gravity, the odds of particles random walk are changed, instead of their being an equal chance for the particle to move in all directions there is now an increased chance of the particle moving towards the mass of a galaxy.
The particle is reacting to the additional delta of time in one quadrant of space as if there is an additional area of space to randomly walk in, so the straight line for the particle to move through all areas of space is no longer towards you. The straight line for the particle is the average between all the different directions that it could travel in, including the extra time as extra possible directions.
It is as if space is curved by gravity, but really it’s the “time” part of spacetime that has effectively curved the path of the particle by changing the odds of the particle's random walk.
In short the particle is reacting to additional time in certain quantized areas of space as if there was just extra space there, when really there is just extra time there for each interval of space happening elsewhere.
A straight line for a particle becomes a curved line from our perspective, and the same is true for an object traveling through space. However it’s not that space is actually curved, it’s that particles & objects respond to the additional delta of time as if the shape of space was curved.
Neither the particle nor the object know the difference between space & time, it’s all just spacetime for the particle or the object. This is why if there is additional time in some region of space (because of mass like a star or a galaxy), particles and objects will curve towards it, not because a force is acting upon them, but because the shape of space is defined by a hidden variable which is the density of time around mass. Dense quantized areas of time are invisibly curving paths in space.
This theory is called “Quantum Gradient Time Crystal Dilation” and it connects General Relativity with Quantum Physics by explaining the interaction of particles with quantized time dilation caused by mass. It should lead to improvements in the calculation of the trajectory of light because of the presence of gravitational mass from a Star or from a Galaxy.
But the theory also addresses the Hubble tension, MOND or Modified Newtonian Dynamics, the Strong & Weak Nuclear Interactions, Superposition, String Theory, Galactic Filaments, and more as it allows us to understand the strength & weakness of the gravitational affect is relative to mass. This is the third article in a series, other posts will explain other parts of this theory.