Olivier Witasse, Nicolas Altobelli, Rafael Andres, Alessandro Atzei, Arnaud Boutonnet, Frank Budnik, Angela Dietz, Christian Erd, Ry Evill, Rosario Lorente, Claudio Munoz, Giulio Pinzan, Carsten Scharmberg, Ander Suarez, Ignacio Tanco, Felice Torelli, Ben Torn, and Claire Vallat and the JUICE Science Working Team
JUICE - JUpiter ICy moons Explorer - is the first large mission in the ESA Cosmic Vision 2015-2025 programme. The mission was selected in May 2012, and is now (May 2021) in the final stages of its integration and testing campaigns. Following its arrival at Jupiter in July 2031, JUICE will spend 4.2 years making detailed observations of Jupiter and three of the Galilean moons, Ganymede, Callisto and Europa. We present here the plan of activities to be carried out during the interplanetary cruise phase.
1. Trajectory during the cruise phase
The mission will be launched from Kourou with an Ariane 5. The baseline launch window is between 26 August – 15 September 2022, with a backup launch slot in August 2023. The interplanetary transfer sequence relies on gravity assist manoeuvres with Venus, Earth and the Moon. The Jupiter orbit insertion will be performed in July 2031. The cruise phase officially starts after the end of the near-Earth commissioning (launch + 3 months) and ends six months before the Jupiter orbit insertion, when the nominal science mission begins.
The list of planetary gravity assists is given in Table 1:
Date
|
Planet
|
Pericenter altitude [km]
|
01/09/2023
02/09/2023
|
Moon
Earth
|
300
180,000
|
23/08/2024
|
Earth
|
13,400
|
31/08/2025
|
Venus
|
5,100
|
29/09/2026
|
Earth
|
8,600
|
18/01/2029
|
Earth
|
4,600
|
2. Spacecraft and mission constraints during the cruise phase
The main limitations during the cruise phase are:
- Priority of operations in support of navigation and spacecraft safety, especially in the preparation of gravity assist manoeuvres, in particular the world premiere of Lunar-Earth gravity assist
- The thermal design of the spacecraft which imposes, for heliocentric distances lower than 1.34 AU, restricted pointing capabilities and limitations in the number of instruments that can operate simultaneously.
- Quiet Cruise baseline: Reduced number of ground contacts (one ground station pass per week except for planetary flybys).
- Operational constraint to minimize the use of the mass memory during Cruise to preserve unit lifetime, limiting the possibility to operate the instruments and store their data.
- Budgetary restrictions that result in small operation teams during this phase.
The baseline operations of the instruments are two one-week checkouts per year. It is expected that at least some of the observations will take place during the planetary flybys, with different possibilities still under study. The requests for operating the payload beyond this baseline will be carefully analyzed and agreed on a best-effort basis. The next section gives example of possible observations.
3. Potential scientific investigations to be performed during the cruise phase
Instrument operations during the cruise phase are always useful: they allow calibrating instruments in known environments (e.g. solar wind, Earth’s magnetosphere), checking possible interferences between instruments, they provide scientific results (sometimes not expected and outstanding, resulting in high standard publications) and attract public attention. During the long cruise phase of the JUICE mission, a number of scientific opportunities have been identified, beyond the obvious case of the planetary flybys. They include: solar wind campaigns, neutral atoms imaging in the heliosphere, measurement of Jovian escaping relativistic electrons, measurements of interplanetary dust, test of the general relativity around solar conjunctions, observation of the cosmological radio background, and an asteroid flyby (to be further studied).
4. JUICE teams activities during the cruise phase
The JUICE teams (mission operation center, science operations center, instrument teams, science working team, working groups, project scientist and mission manager) will be busy with numerous activities. A non-exhaustive list is given below:
- Spacecraft navigation and operations in the inner solar system, including planetary flybys and payload checkouts;
- Decision about an asteroid flyby (shortly after launch);
- Analysis of the cruise data, instrument calibration, scientific analysis, publication and archive;
- Refinement and agreement (three years before Jupiter orbit insertion) on the trajectory within the Jupiter system;
- Preparation of the science planning of the nominal mission and of the science analysis of the future data;
- Studying and preparing the coordination with ground-based and space observatories;
- Publication of a special issue with mission, instruments and science articles;
- Recruitment of guest investigators and of potentially additional interdisciplinary scientists;
- Continue the fruitful collaboration with the NASA Clipper teams.
- Conclusions
The JUICE cruise phase, despite its long duration (9 years), will be busy with many activities, with the goal of being fully ready to start the scientific observations from early 2031 onwards.
Figures
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)
Figure 1: Evolution of distances (in AU) between the Sun, the Earth, Jupiter and JUICE as a function of time.
![](https://www.epsc2021.eu/_protected/abstractImages/274241-3-2.png)
Figure 2: Overall cruise projected in the ecliptic frame
![](data:image/png;base64, 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)
Figure 3: Lunar-Earth flyby in 2023
![](https://www.epsc2021.eu/_protected/abstractImages/274241-3-4.png)
Figure 4: Illustration of the 300 km lunar flyby in 2023. The lunar and Earth disks are dark due the Sun position.