wolfram mathematica spikey 3d models

George Mason University Math 401: Mathematics Through 3D Printing."November 08, 2023When creating the Mandelbrot, Mathematica was my go-to software. The original equation for this was z=z^2+c. However, for this particular one, I had it so the...

The code was made using Mathematica. My 3D print of the Lorenz Chaotic Attractor took approximately two hours and was done at a temperature of 215°C. Although I used supports, I later realized the design should have been thicker. Unfortunately, the...

We then used Mathematica's RegionPlot3D function to produce the solid figure. Project: Was Aristotle right? Overview & Background The premise of this project is Aristotle's claim that regular tetrahedra can fill three dimensions perfectly. In...

Post-Printing Riemann Surface showing branches where function is undefined closer view of Riemann Surface How I Designed This of Creation and Equations Used: While searching for information on my function, I discovered framework coding on the same...

New versions are available for various custom stick ends (both leave about 1mm spacing to make it easy to get the guard on and off): * "tango_2_gimbal_11mm_stick_ends_screen_and_logo.stl" for super spikey FlySky stick ends sold by TBS...

I hope that the wavy or spikey part will give the sponge more grip. Has an adapter for Vileda thread, also another different broom handle screw adapter. There are a few <i>bottom</i> version: * <i>Sponge thing bottom 100x70 wavy.stl</i> -...

More dakka than you can shake a stick at, and spikey bits that’ll make your grandma run for cover! But wait, there’s more! Every Waaar! needs its warlord, and Mad Axe is lookin' to recruit the toughest, krazziest boyz to join his mob. Think you got...

Print Settings Rafts: No Supports: No Design Process Creating Soddy Spheres To grasp the mathematics behind Soddy Spheres, refer to http://mathworld.wolfram.com/TangentSpheres.html or...

References: Vertex and offset data for each pentagon class were adapted from Ed Pegg's fantastic Wolfram Demonstration Pentagon Tilings Mathematical facts and history about the fifteen pentagon classes can be found on Wikipedia at Pentagonal tiling...

Vertex data for each pentagon class was kindly shared by Ed Pegg's Wolfram Demonstration Pentagon Tilings. To learn even more about these shapes, check out the Pentagonal tiling on Wikipedia! Stay connected with Mathgrrl: Twitter @mathgrrl , her...

See here for more information: https://mathworld.wolfram.com/GoldenIsozonohedron.html The files provided are for one version of the acute golden rhombohedron and two versions of the obtuse golden rhombohedron. Files are provided with or without...

A 40mm re-design could use double magnets on each side.Each polygon is printed in 2 halves to which the magnets are added and then the halves glued together.&nbsp; Be careful not to glue the magnets in place.&nbsp; There are alignment pins which help...

A 40mm re-design could use double magnets on each side.Each polygon is printed in 2 halves to which the magnets are added and then the halves glued together.&nbsp; Be careful not to glue the magnets in place.&nbsp; There are alignment pins which help...

Created with Mathematica and printed on my MakerGear M3-ID. Note: Some files are rather large since I was working to get a very high resolution. I created this in Summer 2018. See the rest of my collection. They were all designed and printed to...

His work is notable, particularly in relation to the Lorenz attractor [2].To create this print, I built upon the provided Mathematica code, adjusting values and definitions as necessary to achieve the desired shape. This process involved significant...

In the Mathematica notebook we consider letting the domain of our function represent a disk of radius 2 around the origin of the complex plane so as r -> 2 and 0 <= theta <= 2 pi, we see that our domain is x = r*cos(theta) y = r*sin(theta). ... Our...

To make this object, I used Mathematica and created two functions. One was to convert two two-dimensional points into a simple linear function of t. The other was to take t values and a corresponding t function and generate a single...

This object was created using the Mathematica code provided by the instructor Evelyn Sanders. The main alteration made to the code was changing the function to be polar since the original wasn’t written in polar coordinates. The code and the images...

Mathematica has access to countless amounts of data whether its weather data, financial, geographic, and more, and we can use this to create interesting printable objects that give a lot of information. Using this feature, I obtained the price of...

These were made in Mathematica, mostly just by plugging the equation into some modeling equations. These can be seen in the attached text file. The end result was fairly successful, save for some support mishaps with the surface. This did not impact...

The STL file was exported from Mathematica where the dimensions were extremely small, so the object had to be scaled to 500%. It’s still a bit difficult to determine which surface is which, so if I had a chance to reprint it I would definitely have...

The Mathematica code attached can be used to produce a variety of chaotic attractors by changing the constant parameters, initial conditions, and functions F1, F2, and F3. Chaotic attractors demonstrate the instabilities we encounter in nature and...

Using ParametricPlot3D on Mathematica, I used the intervals x from -1 to 1 and similarly for y. As I increase the interval for x, the object is intensively increasing its oscillation vertically, where increasing the y interval, the functions spreads...

Specifically, for the first set of inequalities, RegionPlot3D[ x == z^2, {x, 0, 1}, {y, 0, 1}, {z, 0, 1}, BoxRatios -> Automatic, AxesLabel -> Automatic, PlotPoints -> 100 ] For the second set of inequalities, I used RegionPlot3D[ x Automatic,...

This thingi is another variation on the theme and uses a segment ball design which can be used with bubbaque's adapters in a similar manner to the way he uses another of my designs, the "spikey sphere" at https://www.thingiverse.com/thing:5090324. ...

This thingi is another variation on the theme and uses a segment ball design which can be used with bubbaque's adapters in a similar manner to the way he uses another of my designs, the "spikey sphere" at https://www.thingiverse.com/thing:5090324. ...

A 40mm re-design could use double magnets on each side.Each polygon is printed in 2 halves to which the magnets are added and then the halves glued together.  Be careful not to glue the magnets in place.  There are alignment pins which help the...

Mankind chose Velika, a powerful sorceress to stand vigilant against the darkness below.The great paladin Wolfram of Oberon pledged an oath to accompany her to the end of their duty. An order of paladins would accompany him to assist their new leader...

A 40mm re-design could use double magnets on each side.Each polygon is printed in 2 halves to which the magnets are added and then the halves glued together.  Be careful not to glue the magnets in place.  There are alignment pins which help the...

The identity of this exceptional portrait's subject puzzled scholars until research by Wolfram Koeppe and Marina Nudel resolved some of its mysteries. The medium, initially thought to be boxwood, is actually red pine stained to resemble boxwood. An...