Why scientists want to test Einstein's theories
If time dilation needs contact with the main mass of the object, we could simply start to travel to the past just putting the stick inside the black hole or through the event horizon. But another question is "how to make an artificial black hole"?
The idea is simple, let's make the annihilation reaction around the absolute ball-shaped object. And if we could put the stick to that quantum-size black hole, we could start to travel to the past, but is that thing possible in real life?
How we can return, we must create another black hole, what oscillates with the same frequency with the "traveling black hole", and the string pulls that object back to the future. But how to prove that thing. This is the reason, why tests are made.
Sometimes people are asking, why scientists are always testing Einstein's theories of general and special relativity? Sometimes people are asking, why scientists are always testing Einstein's theories of general and special relativity? There are many reasons for that and one is the time dilation. That thing causes errors in the GPS, and this is why the form of this effect is really important to understand.
The other reason for that testing is that the more powerful calculating tools like supercomputers are giving more accuracy for the calculations, and that means that it would give new dimensions for commonly known theories, which are still theories. Sometimes is introduced that scientists want to show that Einstein was wrong, and here we must say one thing if some scientist finds the error in the Theory of Special Relativity (1) or Theory of General Relativity (2), that person would be best of best, and that is the willingness to be over the top. But let's talk about theories.
The road to theory starts from the claim, and then that claim would modify to theory. And when theory is turning to the truth, what can be accepted scientifically, that thing needs the conjecture-stage. That stage is a series of test, what is made by using theory as the instructions, and this is the most laborious stage. There are many theories, what are only theories.
When researchers are finding things like Higgs boson(3), they have some concrete, what they have. But abstract theories are hard to prove true because they are handling cases, and if we want to prove that Einstein's Theory of Special- or General Relativity was right or wrong, we must go in the black hole what means we must travel behind the event horizon. And in this time, we can say, that theoretically, Einstein was commonly right, but there is always one point, where things like crossing the speed of light are possible. But could we get back from that point is the different thing.
When the accuracy of calculations is rising, also there is found the new dimensions from the natural laws. One of the best examples for that thing is the MOND (Modified Newtonian Dynamics)(4). That thing is one of the most interesting examples, how stable natural law has been turned to the new and very interesting theories.
And, the story of Theory of General Relativity, the most well-known formula in history starts from the year 1905 when Einstein introduced the Theory of Special relativity. Then some astronomers noticed that there were differences between the metering results and calculations of the trajectory of Mercury. And that difference has been observable only in the trajectory of Mercury, so that caused that Einstein started to work with another and better theory, which was introduced in 1915. That began the triumph for the most well-known formula in history E=mc².
E=Energy
m=Mass
c= The speed of light
So those letters are small except E, and there are also seen forms E=MC² or E=Mc² but those people are always mean the same, but that thing shows that even the best make mistakes. At this point, we would ask, what Einstein would do with a computer-based text editor. What kind of theories that man could make if he could freely replace and fix errors. In his lifetime the thing, that limited the length and accuracy of doctoral thesis, was that those people needed paper. And one problem for scientists is that they are trying to make perfect theories.
So they forget, that there are not perfect theories, what are fitting to everything. And the second problem is that they are wanted to force reality to the formulas. This thing has been cause some very interesting ideas like gravity is not force at all, because physicians cannot fit it to the Theory of Everything (TOE)(5), what is the attempt to connect the basic forces of nature, strong and weak nuclear force, electromagnetism and gravity(6).
As I have many times written before the world of science is always changing. The mission of researchers and theoretical scientists is to find the new dimensions from the old theories and create new theories, which might be more interesting and more effective than any theories before. One thing that the world of quantum physics is handling things, what are the smaller than atoms. Or they are things, that are transforming wave movements to the particles.
Originally the idea of quantum physics was to find the extremely material. The smallest possible particle, but today everything has been turned to "quantum". The quantum decimal numbers are extremely long numbers or endless decimal numbers. So the decimal number is not the same as the quantum primary number. The quantum primary number means normally decimal-form primary number, which means that the decimal number, what cannot be divided except themselves or number one.
Pi(7) is the best example of the things, which are common in science, that thing is an approximation or an approximate value. The number pi is a mathematical constant. It is defined as the ratio of a circle's circumference to its diameter. This thing is a good example that everything in science is some kind of approximation. That means that there is always the point, where that theory does not affect. And that means that we ever get the exact value for those theories.
The decimal number can be endless, like pi, which is about 3,14, but there is always found continuum in the ratio between the diameter of the circle, and the length of the circumference of the circle. That means that the pi itself is an endless number, but the thing is that if we want to make calculations with a circle like calculating the area of it, we must cut that number if we want to make calculations, which consist of the circle.
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