Wolfram Mathematica Spikey 3d models

For printing my object, the graph, I used Mathematica and converted it to an SLT file. Also, I created a stand so that the bottom part of my object can be displayed. For creating a stand, I used OpenSCAD because it was less complicated than in...

This part of the aforementioned textbook and the accompanying problems were very difficult for me to understand and solve, so I was hoping by modeling one of the solutions in Mathematica I would gain a better intuitive understanding for these very...

I designed the WordCloud and STL files using Mathematica. Print this with two colors or one and appreciate how the textures and vocabulary bring scenes to life. **A display stand is included here.** Find the WordCloud and background models on...

These detailed models were generated using Mathematica software and then enhanced with the addition of stands and axes via netfabb. The content includes: s orbital, px and py orbitals which exhibit identical shapes and require printing twice, once...

This object is a snailshell curve with parametrization of curves that was designed and made using Mathematica and the following website for reference:http://virtualmathmuseum.org/Surface/snailshell/snailshell.html My apologies to everyone who has...

The world's first open source Rossler Attractor has been unleashed upon the world, complete with an attractor-generating Mathematica notebook that lets users dive headfirst into its intricate workings. The Rossler Attractor stands as a powerful...

I used some parametric equations I came up with in Mathematica to create the model and export it as a .stl file. I cleaned up some small cracks where edges meet using NetFabb (free version). Edit: 7/29/15: I made whirlygig1 with thin edges, but it...

The flowerpot's shape was masterfully created by Richard using Mathematica coding, a testament to his skills in merging art with math. By combining mathematical concepts with everyday objects, we can appreciate the beauty of mathematics in real-life...

The code below was written in Mathematica. The number of iterations to produce the 3D plot is 30. It is then scaled to produce a printable object. This object will be printed on a Makerbot printer. The estimated time to print will be three hours....

As a Mathematica user, I found the formulas provided invaluable in streamlining my design process. The cross-sectional profiles of the arch are formed by equilateral triangles that vary linearly according to their altitude from 54 feet on an edge to...

Each of these ornaments is a polyhedron that was exported from Mathematica and then stellated in TopMod. The holes were added in Tinkercad, so you can modify them yourself if your lights are a different size than mine:...

... the tower that boasts both a bell carillon and a clock donated generously by the Groningen Burgerij organization. On either side of the building stand two significant figures - Prudentia in one gable and Mathematica on the opposite end respectively

Each ornament showcased here - including Snub Cube, Great Rhombicuboctahedron, Great Rhombicosidodecahedron, Dysdyakis Dodecahedron and Deltoidal Hexecontahedron - is a polyhedron carefully exported from Mathematica and then skillfully stellated in...

Using Mathematica, I designed my cylinder by graphing the intertwined shapes required for printing. Then, I manipulated these functions to create a 3D model, ensuring that it accurately represented what I intended. Finally, with the ParametricPlot3D...

Constructing a 3D knot model that's actually printable can be challenging; to 3D print the knot conformations through seven crossings, we used a combination of Mathematica, Blender, Tinkercad, Knotplot, SeifertView, and OpenSCAD. For detailed...

Designed with Mathematica. Approximately 197 x 198 x 160 mm in size. I printed this on its side, with vectors parallel to the print bed, using supports. Also see my Intersecting Surfaces and Quadric Surfaces Set models. ... More of my mathematical...

... and it was estimated to take roughly 4 hours. Since this was the last week and I print on Thursdays, I was not able to make it back to get a picture of my actual object so you can see the object in the stl and mathematica notebook screen shots.

If you want me to print it for you, please go to my store on etsy.com and read the purchase details there carefully: https://www.etsy.com/listing/242928232/mini-3d-printed-flowerpot?ref=pr_shop :) The shape is modeled by Richard using his Mathematica...

Colston DiBlasi 10/7/19 George Mason University Math 401 Mathematics Through 3D Printing I designed this shape in Mathematica using a formula for the top half of a circle and the bottom half of a circle. I created my triangle by setting the top as an...

I created my heart in Mathematica. I created the heart with these 3 curves {Sqrt[1/4 - (x + 1/2)^2], Sqrt[1/4 - (x - 1/2)^2], -1 + Abs[x]} and took the inverse to flip the heart. In the code, I tried to make it easier for myself by assigning curves...

To create a 3D object of this system, I input the system into Mathematica, evaluated it up to a certain time length, re-evaluated with the initial conditions being the value of the system at t = timelength, and plotted the interpolated functions in...

The flowerpot's shape was crafted by Richard using Mathematica coding, which is an incredible tool for creating mathematical art. My goal with this project is to bring mathematical design into the real world, showcasing its beauty and...

The 3D surface can be created in Mathematica using ContourPlot3D[1.25*(x/10)^6 - 6 (x/10)^4 + 6*(x/10)^2 + r*(x/10) + h*10 = 0, {h, -1.5, .5}, {r, -10, 10}, {x, -25, 25}, MaxRecursion -> 15, PlotPoints -> 20, ContourStyle -> Opacity[.3], ViewPoint ->...

This innovative tree was designed using Mathematica's powerful tools. I printed them two at a time in vase mode using the duplication feature on my MakerGear M3-ID Rev. 1 printer, which made the process seamless and efficient. The spiral tree looks...

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

How I Designed This The surface was created in Mathematica, then exported as a .wrl file to Cinema4D. In Cinema4D, I extruded the surface and spent considerable time repairing the mesh using the Optimize function and manual repairs by hand. ...The...

This Mandelbrot Set was hard at first because I was having a hard time getting the ListPlot3D command in Mathematica, but after trying a few things I realized that my plot points were too big and making my computer crash. After adjusting the points,...

This thingi is a 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. When...

This thingi is a 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. When...

A long strip on which to mount a row of spikey teeth. A couple of screw holes. Simple. OpenSCAD should be more than adequate. Plus I could try using a loop to create the serrations. No need for a trip to the local hardware store.</p><p>Several hours...