Could it be harder than this?

After teaching Ning Qingyun, Qin Ke continued to ponder his fluid mechanics physics thesis.

In fact, if we talk about the level of mathematics sub-disciplines, his greatest strength is indeed functional analysis, especially the solution of nonlinear partial differential equations.

He has been studying the first, middle and second parts of "Exploration and Detailed Explanation of Nonlinear Partial Differential Equations "Navier-Stokes Equations"" for a long time. He has completely digested and absorbed 70% of the mathematical part.

It can be said that he knows countless methods of linear partial differential equations at his fingertips. In this regard, he is completely comparable to or even surpasses many professors who specialize in functional analysis.

That's why he was able to easily point out the correct solution to the difficulties in Chen Licheng's project this time.

However, compared to professional-level mathematics, professional-level physics is only at the undergraduate level. Even though it is the top undergraduate level, it is difficult to digest and absorb the difficult and profound S-level knowledge.

Therefore, Qin Ke only completed about 30% of the knowledge digestion and absorption in the physics part of "Exploration and Detailed Explanation of Nonlinear Partial Differential Equations "Navier-Stokes Equation"".

It is more than enough to write three academic papers of sufficient depth.

The only problem is how to combine this knowledge with appropriate and reasonable topics and transform it into formal thesis results.

Physics papers are not like mathematics papers, which can be written purely with a pen and thinking.

Even papers in the theoretical physics field must be supported by sufficient simulation data or experimental results.

The system's task also limited the direction of the paper to fluid mechanics, which further increased the difficulty of writing the paper. Although theoretically, Qin Ke had the right to use the school's physics laboratory, but he really wanted to conduct experiments and produce results.

Don't expect it in a year and a half.

So Qin Ke thought twice and decided to write his first physics paper in the direction of "computational fluid dynamics". This is an interdisciplinary subject between mathematics, fluid mechanics and computers that was created due to the rapid development of computers.

It uses computers and numerical methods to solve the governing equations of fluid mechanics, and uses computer computing capabilities to simulate and analyze fluid mechanics problems by establishing mathematical models.

Computational fluid dynamics is more theoretical than experimental, which is very suitable for Qin Kerai, who is also good at mathematics, physics, and computer informatics.

Qin Ke just wrote an idea, and Ning Qingyun's phone vibrated. She picked it up and looked at it for a while, then turned to Qin Ke and asked: "Qin Xiaoke, Yan Fei asked me if I want to participate in college student mathematical modeling with her.

Competition. What do you think?"
Chapter completed!