Many robotic missions are currently exploring the Solar system. They are attractive opportunities to work some parts of the high school curricula. The various aspects of these robotic missions are traditionally studied in STEM classes (Science, Technology, Engineering and Mathematics). However, social, cultural as well as linguistic dimensions can be included in broader multidisciplinary projects, such as the one we present here.
The Hayabusa2 Japanese mission was launched in December 2014. It arrived at Ryugu asteroid in June 2018, a small carbonaceous asteroid composed of primitive matter dating back to the Solar system formation. The spacecraft (see figure 1) deployed two robots and the French-German MASCOT lander on the surface of Ryugu, and collected two regolith samples. These samples were brought back to Earth on December 5, 2020.
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)
Figure 1 : Hayabusa2 spacecraft (© JAXA)
My colleague and I respectively teach Japanese and Physics at Saint-Paul high school in Vannes (France), which hosts ~1500 students. This asteroid sample return was a fantastic opportunity to set up a Japanese-Physics multidisciplinary project about the Hayabusa2 mission. Our first objective was to make students curious about space exploration and scientific research. We also wanted to provide students with a cultural openness to a topic usually addressed through the mathematical application of physical laws.
"Movement and interactions" topic in the French final year of high school curriculum of Physics is very appropriate to demonstrate how physical laws can be used to illustrate various technical aspects of the mission.
Students worked on three exercises:
- Propulsion of Hayabusa2 spacecraft: the spacecraft uses ions thrusters for propulsion. Xenon ions are accelerated by an electric field and ejected out the back of the engine at high speed. Students computed the work of the electric force between points A and B (see figure 2) in order to obtain the speed of an ion at point B. Using the conservation of momentum, they determined the spacecraft speed. Students eventually computed the maximal operating time of ion engines and compared it to the duration of the Hayabusa2 mission.
![](data:image/png;base64, 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)
Figure 2: Diagram of an ion thruster
- Deployment of MASCOT lander: students determined the equations of motions of MASCOT using Newton's second law of motion, from the dropping of the lander to its surface touchdown. Then students computed the lander speed value at touchdown and compared it with a value given in a newspaper.
![](data:image/png;base64, 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)
Figure 3: diagram of MASCOT lander deployment
- Orbit of Ryugu asteroid: the students first identified the ellipticity of Ryugu orbit. Then they applied Kepler's third law of planetary motion to compute Ryugu revolution period.
![](data:image/png;base64, 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)
Figure 4: Orbits of Ryugu and telluric planets (© JAXA)
In groups of four or five, students were asked to exercise their writing skills, in Japanese, on the topic of Hayabusa2. This task aimed at practicing the structures of the Japanese language and confirming the grammatical knowledge acquired so far.
Two groups presented respectively the Japanese space agency (JAXA) and the OSIRIS-REx mission, the American counterpart of the Hayabusa2 mission.
Some students worked on the name given to the asteroid, Ryûgû (where accents mark long vowels). Many Japanese legends place this "Dragon Palace" at the bottom of the sea. The most famous one is the legend of Urashima Tarô. This character is invited to a life of pleasure for having saved a turtle, which turns out to be a princess. But Urashima wants to come back to his village. He is given a box named Tamatebako, with the instruction never to open it. Realizing that several centuries have passed on the surface while he has spent only a few days at Ryûgû, Urashima Tarô opens the box. A plume of smoke escapes and he is transformed into an old man (see figure 5).
![](https://www.epsc2021.eu/_protected/abstractImages/274250-4-5.jpg)
Figure 5: Urashima opens the Tamatebako (Matsuki Heikichi, 1899)
A group of students summarized this legend. They also searched for analogies with the Hayabusa2 mission. The mission investigates the origin of water on Earth, and Ryûgû is an underwater palace. The Tamatebako contains the very old age of Urashima, and the return capsule contains samples of matter formed 4.5 billions years ago.
Another group looked for famous tales of Japanese popular culture referring to Urashima Tarô legend, such as Dragon Ball or One Piece.
Four students described the relationship between the Japanese and science, noting that scientific methodology and its results are far less questioned in Japan than elsewhere.
The last group wrote an ambitious science-fiction novel inspired by the mission. The main difficulty was to translate their text in Japanese with the correct vocabulary and turns of phrases. The very topic of spatial exploration transported them beyond the basic register they had become familiar with from the 10th grade.
We also asked students to compare scientific vocabulary in Japanese and French. Analyzing the etymology of French words is a way to give sense to technical terminology. For example, the term "telescope" comes from the Greek "tele" meaning "far" and "scope" which means "to look": a telescope is used to look at distant objects. The Japanese ideographic system lends itself very well to the creation of technical terms. It consists in juxtaposing simple images which, when combined, produce a new meaning. For example, "telescope" corresponds to the kanji望遠鏡 (bôenkyô) which means "mirror to see far". Therefore, crossing the etymology of French and Japanese words is complementary.
To conclude this project, we had the chance to virtually welcome Aurélie Moussi, project manager of the MASCOT lander at the French spatial agency (CNES), who gave a videoconference about the Hayabusa2 mission. She answered many questions from the students, who were curious about how Japanese teamwork is different from European teamwork.
The students greatly appreciated this multidisciplinary project. As teachers, it was a very stimulating experience in which we both learned a lot. We will certainly set up a similar project during the Japanese Martian Moons Exploration mission (MMX), which aims to bring back a Phobos sample. Launch scheduled in 2024.