This project is a complete simulation of the parabolic motion of an object using JAVA, with knowledge of physical laws, simulation and programming. The aim is to provide a new learning tool for students who need to learn about the subject.
- Real-time plot of parabolic motion in two dimensions (x and y axis).
- Form to enter values for initial velocity, launch angle. Obtaining calculations without a time and with a time.
- Calculation of the velocity and height of the object at any point along its trajectory.
- Download the project and open it in your preferred Java IDE (
Preferably IntelliJ IDEA). - Make sure you have the
jcommon-1.0.16.jarandjfreechart-1.0.13.jarlibraries added to the classpath. - Execute the main class
Form. - Use the form to enter the values for initial velocity, launch angle, initial height, and initial height.
- The project does not take into account the rotation of the object.
This project was created for educational and research purposes and can be used for precise scientific or engineering purposes. However, if you want extreme precision it is recommended to validate the results obtained with other tools or experiments.
- Error report: If you encounter any bugs or technical problems while using the project, please do not hesitate to inform us with a detailed bug report.
- Suggestions: If you have any ideas for improving the project, please do not hesitate to let us know with a detailed suggestion.
- Star: You can give the repository a star, indicating that you like the project and find it useful.
- Fork: You can create a copy of the repository on your GitHub account, allowing you to make changes and submit pull requests to contribute to the project.
- Watch: You can follow the repository to receive notifications about updates and changes.
- Share: You can share the repository link on your social networks and with your friends to spread the word about the project.
Supporting the repository also helps us measure the impact and scope of the project, which allows us to know how to improve and grow.
Copyright © 2023-present George Herrada Farfán