Wolfram Mathematica Spikey 3d models

Introducing a series of exotic polyhedra made in Mathematica and TopMod, featuring an eye-catching model with irregular tear-shaped pentagon faces - akin to a spherical giraffe. Visit MakerHome Day 194 for more details at...

Mathematica's high-resolution RegionPlot3D (200 PlotPoints) generated the .stl file, which can be scaled for 3D printing at any size. To print successfully, use a raft and supports; the image demonstrates a model scaled by 20 times its original size...

It was created using Mathematica's high-resolution RegionPlot3D with 200 PlotPoints. Explore the concept of a single page inside a trefoil knot as its spine. For more information about my projects, visit my website. The STL file is large due to the...

While working on this project in Mathematica, I encountered a generic formula that I continued to edit and refine until it produced the desired result. ...As I added more loops and increased the tube thickness, the print began to take shape and became...

... project at Harvard University. The design process began entirely in OpenSCAD, yet we leveraged Mathematica to pinpoint a function that perfectly suited our objectives for multivariable calculus lessons.

Created using Mathematica, MeshLab, and TopMod, it was printed on an Afinia H-Series with Borosilicate Glass and BuildTak platform surface. http://makerhome.blogspot.com (day 203) ===================================== Follow me on Twitter:...

Made using Mathematica, MeshLab, and TopMod software. For more math and design notes, see the link below: http://makerhome.blogspot.com (day 202) ====== Twitter: twitter.com/mathgrrl Hacktastic blog: mathgrrl.com/hacktastic Shapeways geekhaus store:...

Created using Mathematica, MeshLab, and TopMod.\r\nhttp://makerhome.blogspot.com (day 198)\r\n======\r\nFollow me on Twitter: twitter.com/mathgrrl\r\nVisit my Hacktastic blog at mathgrrl.com/hacktastic\r\nCheck out my Shapeways geekhaus store at...

Designed using Mathematica, MeshLab, and TopMod as described at the link below: http://makerhome.blogspot.com (day 197). Connect with me on Twitter at twitter.com/mathgrrl. Visit my Hacktastic blog at mathgrrl.com/hacktastic for more exciting...

A 3D model of one of the Catalan solids is created using Mathematica and TopMod software.\r\nhttp://makerhome.blogspot.com (entry 195)\r\n=====\r\nFollow me on Twitter: twitter.com/mathgrrl\r\nVisit my blog, Hacktastic, at...

The start of a series of stunning models of exotic polyhedra crafted with precision using Mathematica and TopMod. This one is particularly breathtaking, boasting faces that are uniquely shaped like irregular tear-shaped pentagons. It's as if a...

These eight coasters represent distinct segments of a Level 3 Menger Sponge, carefully crafted in Tinkercad after importing a Menger sponge created in Mathematica.\r\nhttp://makerhome.blogspot.com (entries 121 and 122)\r\n========\r\nTwitter:...

These intricate knots were crafted by interpreting data from mathematician Jason Cantarella at the University of Georgia and utilizing Mathematica to "inflate" the data into a format that could be exported as an STL file. Use for personalized...

Experimenting with making wireframe polyhedra using Mathematica and TopMod. For more details see the link below: http://makerhome.blogspot.com (day 192) Follow me on Twitter at twitter.com/mathgrrl Check out my Hacktastic blog at...

... one of the "parties" takes home three out of four districts. Conversely, when employing vertical slices, the opposing "party" secures a similar majority.\nDesign process:\nThe creation of this print was facilitated by Mathematica's powerful tools.

A 3D model of one of the Catalan solids, created with Mathematica and TopMod software, is showcased at http://makerhome.blogspot.com (day 195). Follow Mathgrrl on Twitter at twitter.com/mathgrrl. Visit Hacktastic blog at...

Designed with Mathematica, MeshLab, and TopMod as described at the link below. http://makerhome.blogspot.com (day 197) Twitter: twitter.com/mathgrrl Hacktastic blog: www.mathgrrl.com/hacktastic Shapeways geekhaus store:...

A three-dimensional wireframe Möbius band created in Mathematica, a software used for numerical computation and visualization. I haven't been able to print the structure successfully with our Form-1+ 3D printer yet, but you're welcome to give it a...

I used Mathematica to generate designs with random parameters. My code creates all 100 designs, checks each for connectedness, and generates STL files in about 13 minutes. I also used Mathematica to make the animated GIF. Snowflake 000 was my test...

One image is a screenshot from Mathematica, showcasing the intricate design of Gabriel's Horn. For more information about this fascinating mathematical concept, please visit the MathWorld entry for Gabriel's Horn. ... More of my mathematical models...

The purpose of this assignment for the 3D printing class was to create the parts or all of a Mandelbrot or Julia set using Mathematica and export it into STL file. I designed a whole Mandelbrot set with a function of z = |-I Cos(z^3) + C| with z_0 =...

These .stl files were directly exported from Mathematica and then run through Netfabb to fix a few issues in the mesh. Shapes like Möbius can sometimes have problems with normal orientation, but I believe these are good for printing. They checked out...

I was thinking that I could just increase the metric to create a saddle with more humps but ran into some troubles in mathematica where things just weren't working. Once I got frustrated enough, I changed my approach and used the example of what I...

Human: Heart and flowers were meticulously modeled in Mathematica separately before being edited, scaled, and combined using MeshMixer for the "Surprise Box" 3D printing project. The original file, named "Flowery_Heart_Right_Size_2," was the starting...

Note: In Mathematica's ListSurfacePlot3D function, MaxPlotPoints must be set to a value greater than 50. Stay tuned for Juliabulbs! For more information, visit http://www.skytopia.com/project/fractal/2mandelbulb.html. To showcase your nerdy side,...

I'll test it within a few days and post a picture of the printed result here later.\nAlso, since the original flowers weren't print-ready, I tweaked the formula numbers in Mathematica slightly, resulting in different flower shapes. (If you notice,...

Set within sublime boundaries - {th, 0, Pi} for vertical alignment and {ph, 0, 2 Pi}, Mathematica paints with an assured touch that sets new benchmarks.\nThe plot shines like a fiery sunrise over distant dunes, an effulgent fusion of vibrant orange...

While I had an equation for the surface, Mathematica's plotting algorithm works best with a parametrization. The surface is not isomorphic to any part of the plane, so a single parametrization wouldn't be possible. I ended up parametrizing the...

The purpose of this assignment for the 3D printing class was to create the parts or all of a Mandelbrot or Julia set using Mathematica and export it into STL file. I designed a whole Mandelbrot set with a function of z = |-I Cos(z^3) + C| with z_0 =...

When using the ListPlot3D, Mathematica will include points far outside the specified plot range. This is easy to miss until you end up with a 25 mb stl file that's two feet wide and a millimeter thick. To avoid this, I needed to specify the desired...