{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "provenance": [] }, "kernelspec": { "name": "python3", "display_name": "Python 3" }, "language_info": { "name": "python" } }, "cells": [ { "cell_type": "markdown", "source": [ "# **YOUR SCIENTIFIC CHALLENGE**\n", "Jupiter holds the distinction of being the largest planet in our Solar System. Scientists have analysed data and come to the intriguing possibility that life may exist beneath the icy surfaces of some of its Galilean moons. The exploration of whether we will encounter these lifeforms and what they might resemble remains an unanswered question.\n", "\n", "One of the missions to study Jupiter and its moons is called [JUICE](https://www.esa.int/Science_Exploration/Space_Science/Juice) (JUpiter ICy moons Explorer), a mission launched in April 14th of 2023 and its arrival is expected to be in 2029. It will expend at least three years making detailed observations of Jupiter and three of its main moons; Ganymede, Callisto and Europa. From left to right are shown the largest moons of Jupiter, captured by NASA's GALILEO spacecraft: Callisto, Ganymede, Europa and Io.\n", "\n", "![jupiters_moons.png](data:image/png;base64,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)\n", "\n", "credits: [The Planetary Society](https://www.planetary.org/space-images/the-galilean-satellites-from-galileo)" ], "metadata": { "id": "PZ2u4F2dx-Oq" } }, { "cell_type": "markdown", "source": [ "So, in order to help engineers to define the trayectory of a space mission, like JUICE, that allows scientist to explore the Jovian system, we are going to **calculate the Mass of Jupiter**." ], "metadata": { "id": "phICcAgm5BaP" } }, { "cell_type": "markdown", "source": [ "## **Are you ready?**\n", "The guidelines you are going to follow are all described in this notebook, so you just have to follow them step by step.\n", "\n", "The class has to be divided in Teams of (3-5) people: **Teams of 4 people are recommeded.**\n", "\n", "There are going to be three different phases until you get all the data and information you need to calculate Jupiter's mass:\n", "\n", "* **Phase 1**: Get familiar with basic laws of Physics laws and the Jovian system.\n", "* **Phase 2** (Optional): Questions and answers with an expert\n", "* **Phase 3**: Choose your favourite Galilean moon and calculate Jupiter's mass.\n", "* **Phase 4**: Are you a space scientist?\n", "\n", "\n" ], "metadata": { "id": "Dyf4chAO9x2X" } }, { "cell_type": "markdown", "source": [ "If everything is clear, let's start this adventure through space!\n", "\n", "\n", "\n", "\n", "You **have to divide your group in two teams for Phase 1: Team A and Team B**:\n", "\n", "\n", "\n", "\n", "\n", "\n", " -**Team A**: Become an expert in **Physical Laws**.\n", "**Click in [Phase 1A](https://cesar.esa.int/upload/202307/student_p1a.ipynb)**.\n", "\n", "-**Team B**: Become an expert in **Jupiter and the galilean moons**.\n", "**Click in [Phase 1B](https://cesar.esa.int/upload/202307/student_p1b.ipynb)**.\n", "\n", "\n" ], "metadata": { "id": "FQnmZq4rKfvo" } }, { "cell_type": "markdown", "source": [ "When you finish:\n", "\n", "1. Share your knowledge with the rest of the Team\n", "\n", "2. Complete altogether a quiz" ], "metadata": { "id": "VFozFs5cI2YS" } }, { "cell_type": "markdown", "source": [ "You can also go directly to [Phase 3](https://cesar.esa.int/upload/202307/student_p3.ipynb) if you are at ESAC and you already did Phase 1" ], "metadata": { "id": "6KNskthFYlsJ" } } ] }