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https://github.com/qc20/non-cartesian-etch-a-sketch
The Non-Cartesian Etch-A-Sketch is a browser-based simulation that offers a unique drawing experience. Unlike traditional Etch-A-Sketch toys, which operate in Cartesian coordinates (x and y axes), this simulation operates in non-Cartesian or polar coordinates. Try it out in the link below!
https://github.com/qc20/non-cartesian-etch-a-sketch
cartesian cartesian-coordinate css drawing etch-a-sketch html interaction-design interactive interactive-visualizations javascript polarisation-controller
Last synced: 6 days ago
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The Non-Cartesian Etch-A-Sketch is a browser-based simulation that offers a unique drawing experience. Unlike traditional Etch-A-Sketch toys, which operate in Cartesian coordinates (x and y axes), this simulation operates in non-Cartesian or polar coordinates. Try it out in the link below!
- Host: GitHub
- URL: https://github.com/qc20/non-cartesian-etch-a-sketch
- Owner: QC20
- Created: 2024-05-13T09:22:34.000Z (6 months ago)
- Default Branch: main
- Last Pushed: 2024-06-25T08:32:17.000Z (5 months ago)
- Last Synced: 2024-06-25T10:06:51.124Z (5 months ago)
- Topics: cartesian, cartesian-coordinate, css, drawing, etch-a-sketch, html, interaction-design, interactive, interactive-visualizations, javascript, polarisation-controller
- Language: JavaScript
- Homepage: https://qc20.github.io/non-cartesian-etch-a-sketch/
- Size: 202 KB
- Stars: 0
- Watchers: 1
- Forks: 0
- Open Issues: 0
-
Metadata Files:
- Readme: README.md
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README
# Non-Cartesian Etch-A-Sketch
Break free from the confines of Cartesian coordinates! With the Non-Cartesian Etch-A-Sketch, one knob dictates the angle while the other controls the radius.
Round-faced Etch-A-Sketch## Overview
The Non-Cartesian Etch-A-Sketch is a browser-based simulation that offers a unique drawing experience. Unlike traditional Etch-A-Sketch toys, which operate in Cartesian coordinates (x and y axes), this simulation operates in non-Cartesian or polar coordinates. In polar coordinates, the position of a point is determined by its distance from a fixed point (the origin) and the angle it makes with a fixed line (the reference axis).
## Non-Cartesian Coordinate Systems
Non-Cartesian coordinate systems, such as polar coordinates, offer alternative ways to represent points in space. While Cartesian coordinates are based on orthogonal axes (x and y), non-Cartesian systems use different parameters, such as radius and angle, to specify the position of a point. These systems are particularly useful in contexts where circular or radial symmetry is prevalent, such as in polar graphs or certain engineering applications.
## Etch-A-Sketch
Etch-A-Sketch is a classic mechanical drawing toy invented by André Cassagnes and manufactured by the Ohio Art Company. It consists of a gray screen in a red plastic frame with two white knobs on the front. The knobs allow users to move a stylus that displaces aluminum powder on the back of the screen, creating a line drawing. Shaking the toy evenly redistributes the powder, erasing the drawing.
## How to Use
This browser-based simulation of a polar coordinate Etch-A-Sketch offers an interactive experience:
- **Control Knobs**: Use the arrow keys to manipulate the knobs. Press *UP* or *DOWN* to adjust the radius and *LEFT* or *RIGHT* to change the angle.
- **Shake to Erase**: Shake your device to erase the sketch and start anew. If you're on a laptop or desktop computer, go ahead and pull on the Etch-A-Sketch to erase its contents.
- **Spin it around**: By pressing *X* or *Z*, you can spin the Etch-A-Sketch around its own axis.## Features
- **Enhanced Controls**: Added touch screen and accelerometer support for a more versatile user experience.
- **Fluid Drawing**: The canvas dynamically responds to your input, offering smooth and intuitive drawing capabilities.## Compatibility
The Non-Cartesian Etch-A-Sketch is compatible with modern web browsers and devices. Whether you're using a desktop computer, laptop, tablet, or smartphone, you can enjoy this simulation on a wide range of platforms.
## Acknowledgement
I would like to express my gratitude to [mitxela](https://mitxela.com) for their innovative work on the Polar Coordinate Etch-a-Sketch project. Upon encountering their project, I was truly inspired by its creativity and ingenuity. It motivated me to embark on my own journey to recreate and modernize this concept. While I have replicated the background photo, the code for my version was developed independently. Thank you, mitxela, for sparking this creative endeavor!