These are public posts tagged with #bezier. You can interact with them if you have an account anywhere in the fediverse.
Having always been the guy behind the camera, I have now stepped IN FRONT of the wretched thing. My big project for 2025 is to start learning how to tell stories with video. Here's my first attempt, taking its start in complex math established in 1905, the evolution of its practical application into stuff we use every day on our computers. Be warned, it's about 10m 30s long.
Easing Wizard
CSS easing functions made easy
by Matthias Martin
@matthiasmartin.dev
The ultimate CSS easing editor with support for Bézier, spring, bounce, wiggle, and overshoot!
#css #Bezier #cssEasingFunctions #webdev
"I will give a talk at #SIGGRAPH2024 about a new way of evaluating #Bezier #curves that I call Seiler's Interpolation, using half the linear interpolations of #deCasteljau's algorithm. I built an interactive demo:" -- Cem Yuksel
Шрифт на кривых Безье на микроконтроллере
Идея Идею подсмотрел в канале о программировании ESP32, один человек продемонстрировал часы на 6 дисплеях. Каждая цифра на своём дисплее типа 1.8" 128х160. Разработчик проекта показал источник своего вдохновения: проект Bézier Clock на Javascript разработчика Jack Frigaard. К сожалению, видимо, ориганальная страница демонстрационного проекта не сохранилась, но она точно вдохновила разных людей. Есть даже статья на хабре про это Часы на кривых Безье . Даже не спрашивая как именно это реализовано, я сразу решил делать свой проект на кривых Безье и быстро опробовал первую версию как это будет выглядеть на дисплее.
Идея Идею подсмотрел в канале о программировании ESP32,…
habr.comMais ajustes na minha página sobre curvas ... #bezier #CatmullRom https://github.com/villares/material-aulas/blob/main/Processing-Python-py5/curvas.md
Material para ensino introdutório de programação com…
github.comHow does one 'bend' space according to a transformation between two parametric curves?
Suppose I have two Bezier segments (or other bounded parametric curves). How do I make a transformation that moves e.g. the start-, mid- and endpoint of the first to the corresponding points on the second? (that part is probably easy) Plus, all points *around* the curve should be mapped in a similar way. The space 'before' and after' the curve should just be straight but continue.
#Bézier curves are computer graphic primitives that are defined by a list of control points.
The points on the curve can be computed recursively.
I wrote a short #OpenSCAD script that can take any number of control points and generate a corresponding curve.
https://gist.github.com/cyber-murmel/e6e3f5f89355063ca9afaf018582720f
This curve then can be used to make lines or polygons.
In the picture, the control points for the polygon at the bottom are visible.
Good luck doing something like this with #OpenSCAD
This is just cut-open shell of some smoothly unioned #Bézier curves with thickness.
#pythonSDF really makes this easy. A great OpenSCAD alternative for parametric #CAD with #Python.
Yay, tonight I managed to implement #Bézier curves with #pythonSDF
Behold the creation below
Turns out it is more efficient to just union() existing SDFs together along the path instead of writing an own SDF that finds the minimum distance to the bezier curve
This has the nice benefit that you can basically ”swipe/extrude along path” any other 3D object (and of course smooth everything out on the way if you want.)
I really dig how approachable #pythonSDF is!
When handwriting two quickly, there are not enough points to produce relevant #bézier curve (writing at the right)
Exploring #Bezier and #Spline Curves.
An interactive web app that was developed using #TypeScript
https://richardfuhr.neocities.org/BusyBCurves.html
Day 19 #ArtAdventCalendar
I'm honored to have one of my math-art images featured on the holiday card for University of New Mexico School of Engineering. I was just playing with some ideas (using a fractal orbit to define Bézier curves), when the school's Marketing Director (who happens to be married to me) saw it and thought it would make a great card.
UNM SOE grads - watch for this in the mail soon!
Exploring #Bezier and #Spline curves - an interactive web app that I developed using #TypeScript - https://richardfuhr.neocities.org/BusyBCurves.html