1. Introduce students to the subject of robotics
- Ask students to provide examples of robot implementations nowadays. Divide your students into several groups.
- Each group watches a short video showing:
- Please take a moment to talk about what they all have in common, i.e., we communicate with them in the same way.
2. Principles of working with a robot
- Provide each group with a robot. But first, explain the rules that apply to all Photon Robot classes. If you already have them, explain the rules or invite students to create a list together.
3. Testing the robotâs capabilities
- Launch the Photon Magic Bridge application and connect the robot to the computer.
- Test the robot using the Photon Blocks interface. Let students freely explore its functions and experiment for 10 minutes. Make sure that everyone in the group has a chance to test the robot.
4. Programming in Python - an introduction
- Move on to programming in Python. Ask students: In your opinion, why do we learn more complex ways of programming if we can easily program the robot in Scratch, or another simple visual language?
- Point out that simplifications limit our possibilities, while âmatureâ programming languages are more versatile and are used more often in real life
- Explain the setup of the programming environment.
- Individual commands, same as separate blocks in Scratch, are called âMethodsâ in Python.
- Show students where to look for available Photon Robot methods - to open a list of all âmethodsâ specific to the Photon Robot programming, please click on the question mark icon in the top bar menu (see the screen below).
- explain the ones shown on top of the import project *
Python is a very popular programming language but with many extensions and add-ons. It is like speaking in English, we use it every day, but we donât know all the words â sometimes we have to Google them up or check in a dictionary. Programming is the same. Itâs a bit like someone telling you at the beginning of a conversation that there will be a lot of specific medical terminology. To understand this person, you need to use a dictionary! Because the startup environment remembers only the basic Python methods and additions that we might need, it runs faster. In this project, we will use all (*) methods from the âphotonrobotâ library.
- Pay attention to the comments. Please ignore parts of the code starting with the â#â - these are internal comments for developers reading the code.
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List (Python methods for the Photon Robot) in the Photon Magic Bridge app
5. The First Program
- Select and assign each group a specific destination (target) point. The programmed robot must reach the target and, once there, play a sound. Students must use the correct algorithm composed of several methods and test it.
![pobrane 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6. Summary
Summarize this lesson and allocate some time to answer questions - most likely, students will get to know answers to their questions in one of the next classes.
The co-author of this lesson scenario: MichaĆ Nowak.