Until now, equations for understanding the motions of two random planets due to gravitational forces could essentially be made. But scientists containing calculations of the gravity of three or more planetsHe couldn’t solve the Three-Body Problem for nearly 200 years.
Hagai Perets and his doctoral student Barry Ginat, living in Israel, have long weighed in on this problem, using “random walk” and “probability calculation” ways. , The Three-Body Problem, which has not been solved for 200 years. managed to solve it.
From now on, the gravitational bond between the Sun, Earth and Moon will be understood more adequately.
What is the Three-Body Problem, what does it mean to be solved?
Due to the Three-Body Problem, scientists have had difficulty understanding the gravity in the middle of the Moon, Sun and Earth, as well as in the middle of 3 random planets. This 200-year-old problem is also one of the biggest theories of the physics world. “chaos theory” was the basis.
To solve this problem, Hagai Perets and Barry Ginat first began to calculate the motion probabilities for each interaction between the three planets. Subsequently, random walk
With this formula called , they reached the result by calculating the latest results of these probabilities.
The contribution of this path, which has been found by two scientists and human beings, to astronomy will be quite large. scientists, after The gravitational bond between the Sun, Earth and Moon will be able to analyze in a much more convenient way.