TeraFractal 开发者:Brian Walker
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TeraFractal

Free
¥0¥58
iOS

TeraFractal

Free
Updated at 2026-09-03 Brian Walker
TeraFractal
¥0¥58
内购
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App Introduction

App 介绍

4.5
· 6个评分

Let your mind rest while you explore an alternate universe of soothing patterns and beautiful shapes.
Press the play button to watch an ever-changing stream of art that has never been seen before and may never be seen again. Or drag, pinch and rotate to gently morph the image yourself.
Explore. Create. Share.
– – –
TeraFractal is an immersive and entertaining way to explore fractal geometry. Amazingly, every image can be described by just 24 numbers; when you move your fingers on the screen, you are adjusting these parameters. For more options and controls, download the Mac version at: www.terafractal.com/mac/
If you are a fractal aficionado, note that this app is different from most fractal apps in that it does NOT display the Mandelbrot set or Julia sets. It generates a different and equally fascinating class of fractals that are based on linear iterated function systems. For more details, see the website or tap the in-app info button.
Rest assured, you don't need to know anything about math or fractals to use this app!

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应用官方介绍
4.5
· 6个评分

Let your mind rest while you explore an alternate universe of soothing patterns and beautiful shapes.
Press the play button to watch an ever-changing stream of art that has never been seen before and may never be seen again. Or drag, pinch and rotate to gently morph the image yourself.
Explore. Create. Share.
– – –
TeraFractal is an immersive and entertaining way to explore fractal geometry. Amazingly, every image can be described by just 24 numbers; when you move your fingers on the screen, you are adjusting these parameters. For more options and controls, download the Mac version at: www.terafractal.com/mac/
If you are a fractal aficionado, note that this app is different from most fractal apps in that it does NOT display the Mandelbrot set or Julia sets. It generates a different and equally fascinating class of fractals that are based on linear iterated function systems. For more details, see the website or tap the in-app info button.
Rest assured, you don't need to know anything about math or fractals to use this app!

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