Free Web NovelChapter 1245: Chapter 600: The Critical Value of Particle Compression Ratio_1
Zhao Yi heard Fan Lei’s shout and, in a flash of inspiration, he conceived an idea related to the absorption of energy by particles and their spatial relationships. The more he thought about it after he returned, the more it made sense.
But since it was only a notion, it couldn’t be directly confirmed by the "Law of Cause and Effect," and more research or experimental data was needed as a condition.
Zhao Yi noted down the idea and, without any intention of conducting research, stayed at home with Lin Xiaoqing. They spent several sweet days together, looking forward to their child’s birth.
It was only after three days that he decided to return to the research team and start the related studies. freewebnovёl.ƈom
Upon his return to the research team, Zhao Yi’s purpose became very clear. He immediately instructed the team to prepare for a new experiment and reported to his superiors with a proposal. He planned to use one month to conduct seven consecutive Z-wave impact experiments.
The reason for the high frequency of experiments was that he hoped to use the continuous experiments to find the ’critical threshold’ at which particles absorb energy to resist spatial absorption.
When subjected to a compression effect of about five times, superconducting materials, after entering a superconducting state, could no longer be detected to have antigravity properties; the superconducting antigravity experiments yielded no results.
This definitely had a direct relationship with the particles’ absorption of energy.
Then one could further ponder: is the manifestation of this property in superconducting materials related to the degree of compression they are subjected to?
A compression ratio of five times meant the superconducting antigravity properties couldn’t be observed.
What about three times?
What about two times?
Or could particles compressed to just 0.1 times also completely resist spatial absorption?
Zhao Yi gathered the core members of the theoretical group to discuss his ideas, "Now we cannot confirm whether superconducting materials at a fivefold compression ratio completely lack antigravity properties when they enter the superconducting state."
"Because there’s another possibility: the material could have an extremely slight antigravity property that our experiment’s intensity isn’t strong enough to detect."
This was indeed a possibility.
Some data showed a decrease at an exponential rate. An exponential decrease, being the opposite of an exponential increase, meant that a high rate of decrease could cause the data to drop to such an extent that the experiments would fail to detect it.
The antigravity property of superconducting materials might also have a similar condition.
For example, at a compression ratio of twice, there might only be three percent of the antigravity property present.
And at a compression ratio of five times, the antigravity property might drop to just 0.3 percent or even less, undetectable by experimentation.
Therefore, conducting a series of experiments on superconducting materials at different compression ratios was very necessary. What the research team needed to do was to get experimental data at different compression ratios and see if the superconducting materials at low ratios still demonstrated antigravity properties, while also studying the relationship between the compression ratio and the manifestation of antigravity properties.
Although Zhao Yi mentioned the possibility of ’antigravity properties decreasing exponentially,’ he was more inclined to another possibility - the existence of a critical value for compressed particles to counter spatial absorption.
When the particles were compressed to a certain ratio, they would develop a complete resistance to spatial absorption.
The two theories were different.
If one were to plot the relationship between the resistance to spatial absorption by particles and the compression ratio as a curve function on a graph, the former would be an exponentially decreasing curve function that would never intersect with the axis, regardless of how high the compression ratio was. The latter, while decreasing rapidly, would intersect directly with the axis at a certain value and, with further increase, might either run parallel to the axis or depart from the axis and continue downwards at a certain value.
Upon convening the core of the theoretical group and explaining the continuous experiments, Zhao Yi immediately sparked an intense discussion. Once they understood the reason for the experiments, everyone was looking forward to it.
Where the energy absorbed by the particles went was definitely a critical topic in the study of Z-wave-induced spatial compression.
The conclusion of this research would certainly challenge the mass-energy equivalence and might also reveal some of the deeper secrets of the universe’s rules.
Everyone was eager, everyone worked proactively. freewebnσvel.cøm
The preparation for the experiment was therefore relatively simple.
Because it only involved compressing superconducting materials and the experimental coverage area was small, the same intensity of Z-wave could greatly increase the compression ratio.
According to the theoretical group’s calculations, the Z-wave intensity of the second experiment could even result in a compression ratio of around twenty times, which meant superconducting materials would be compressed by twenty times.
These were astonishing numbers for sure.
However, the experiment was not about subjecting superconducting materials to high-intensity spatial compression, but rather, to a lower intensity of compression, in the hope of detecting the superconducting antigravity properties of the compressed materials.
Thus, the compression ratio was set between one and five times.
Therefore, the release intensity of the Z-wave experiments could be said to be exponentially lower, and even with the same fivefold compression, because the area contained only superconducting materials, the release intensity of the Z-waves could be reduced by more than eighty times compared to the second experiment.
Since a large portion of the energy within the Z-wave release device was used to activate the device, the release intensity of the Z-waves was not proportional to energy consumption. But due to the lower intensity of the release, energy consumption would also be greatly reduced, which would be adequately covered by the research team’s generators.
Thus, the scale of the experiment was actually quite small and wouldn’t affect the surrounding area. After the application report was submitted, the higher-ups approved it immediately, granting permission along with authority on the condition that for small experiments aimed at theoretical research, only a report after the experiment was required, and no further applications for experimentation were needed.
