"Old Rupert, has the data collected for all temperature intervals under the detection limit been completed?"

In the MaxP Laboratory in Germany, Andre stared at the analysis results of the Supercomputer in his hand, and shouted to Professor Rupert next to him without looking back.

"It has been completed, and all the mathematical models of temperature ranges have been built. Have you done the evolution model from low to high temperature?"

Professor Rupert threw a large stack of reports in his hand in front of Andre and asked about the most critical things.

"Old guy, don't worry, this is a world-class problem. If it weren't for the mathematical model constructed by the genius girl in China who inspired us, let alone the evolution model from low to high temperature, the mathematical model in the temperature range alone made a group of mathematicians die suddenly, but it would be like this."

Professor Andre picked up his pen and wrote a stroke on the manuscript paper and said: "Plasma turbulence has always been a chaotic system without solution in academia. Every time the helium 3 particles fired by the launcher guns collide, there will be data. How many times do you think will penetrate the plasma collide? How many times have the data changed?

Not to mention that the launching gun is not firing one. At least 300 are required to form the detection data of the system. The number of collisions will increase with the increase of plasma temperature, and the number of particles emitted must also increase with the increase of temperature.

There is a saying in the theoretical world that if the data reaches a certain level, it will be unsolvable, but this genius girl uses her intelligence and wisdom to perfectly avoid this problem.

The mathematical tool created by combining the circle method and screen method into number theory has solved the Goldbach conjecture. Now, through inverse calculations, the concept of spatial geometry is added to directly break a gap in the chaotic system of plasma turbulence, and diffuses into the entire turbulent system...

Found that there is a clear connection between the low temperature range and the high temperature range. The key R value of the 3000 temperature range is 2.04 times that of the 9800 temperature range, and the key R value of the 9800 temperature range is 1.97 times that of the higher temperature range, followed by 1.93 times...

As the temperature range increases, the smaller this multiple is, that is, the higher the temperature, the smaller the difference in plasma turbulence. This is the relationship between the evolution of low temperature to high temperature.

Add this connection to the evolution of fluid mechanics and then substitute it into space geometry, and that's what happened."

"That's so simple?"

Professor Rupert was a little unbelievable after hearing this. Is the plasma turbulence problem that has plagued humans for decades so simple to solve?

"Simple? no, this is not simple."

Professor Andre shook his head: "If there was no Chinese genius girl who solved the mathematical model of the temperature range, this problem might not be solved within a hundred years. In addition, this also requires substitution into space geometry, which can connect algebra and geometry and solve this difficulty level problem. If there were no Tesky guy, I would probably take several years to solve it.

There is also the plasma temperature of controlled nuclear fusion is tens of millions of degrees Celsius, while our detection limit is 1.39 million degrees Celsius, which requires step-by-step evolution to tens of millions of degrees Celsius.

This thing is like the critical line of a superconductor. We don’t know if the temperature will change suddenly at millions of degrees Celsius or tens of millions of degrees Celsius. Of course, I don’t expect it, otherwise the problem of plasma turbulence will never be solved by humans.

Now according to this model formula, this 11.5TFlop/s supercomputer has been roaring for about two hours and calculated that the detection limit temperature of 1.391 million degrees Celsius to a temperature range should be 1.398653 degrees Celsius, and the difference in the key R value is 1.48 times, thus obtaining the plasma turbulence data of the temperature range of 1.398653 degrees Celsius is... "

"You said that it took about two hours to calculate the data for the next temperature range?"

Professor Rupert keenly grasped the key points and jumped for about two hours in a temperature range, and at least 900 temperature ranges from 1.39 million degrees Celsius to 10 million degrees Celsius. Two or ninety-eight, 1,800 hours of high load calculation?

This is a supercomputer, not a super-diamond, it can be passed down forever.

If the high-load calculation is continuously calculated for 1,800 hours, it is estimated that the overcomputation can sell scrap iron. If the calculation is discontinuous, it will take more time. Maybe other research institutes will be the first to make breakthroughs.

"The computing performance required is a little larger, but we can apply for resources from the ITER project and your German government, joining the three of us and the importance of plasma turbulence. I think this application is OK."

Professor Andre took his notebook and began to organize the data and write a paper. He analyzed and calculated the turbulence model of the controllable nuclear fusion temperature, and then he could publish the paper after actual verification by the stellar imitator.

This is his main purpose for coming to the Map Laboratory. As long as the controllable nuclear fusion temperature is calculated all the way, no accidents occur, and the paper is published, he will definitely have a reputation for future breakthroughs in controlled nuclear fusion.

"Okay, then I'll apply." Professor Rupert did not hesitate and hurriedly walked outside.

......

"The data for the temperature range of 795,900 has been analyzed."

While applying for supercomputing resources in Map Laboratory, in the Yangcheng Laboratory on the other side of the earth, Zhang Qing and Lin Meng looked at the data refreshed on the screen and began to quickly analyze it.

Through this data of the 795,900 temperature range, with previous experience, the mathematical model of this temperature range was constructed more than 20 minutes later, and the relevant calculation formulas were imported into the supercomputer for calculation. The roar of the supercomputer from the third floor sounded instantly outside the window.

The performance of laboratory supercomputers instantly exceeds the cordon and enters the overclocking state. The excess computing data is allocated through the joint control platform and sent to other supercomputers across the country and the quantum computer through the data dedicated channel.

When the plasma problem is increased to 460,000 degrees Celsius, Lin Meng supplements and improves the evolutionary mathematical model through the obtained data.

After the model was confirmed to be correct after actual verification of more than a dozen temperature intervals, Lu Yi decisively stopped the continued detection of the laboratory prototype and focused his manpower and energy into the calculation.

"Xiaohui, can you do some automation? The calculation results can be automatically substituted into the model for the next temperature interval."

Lin Meng and Zhang Qing were busy with others in the laboratory, and Lu Yi was not idle either, so he came to Li Minghui to make his own request.

The evolutionary mathematical model has been determined. What is now done is to import the model data of the current temperature interval into the evolution model, thereby computing the data of the next temperature interval.

The temperature interval data is obtained, and a mathematical model of this temperature interval is constructed. After importing the evolution model, the next data is analyzed and calculated, and then the mathematical model is constructed...

This is a mechanical reciprocating operation process, which should be a programmable process.
Chapter completed!