wolfram mathematica spikey 3d models

A testament to innovative design, this solid was crafted using Mathematica, MeshLab, and TopMod. Explore more at http://makerhome.blogspot.com (day 199). Follow me on Twitter: @mathgrrl. Visit my Hacktastic blog at www.mathgrrl.com/hacktastic for the...

The creation of a series of intricate models of exotic polyhedra begins with Mathematica and TopMod. This particular model is breathtakingly beautiful, boasting faces that are uniquely irregular tear-shaped pentagons. It resembles a spherical giraffe...

These eight coasters represent unique sections of a Level 3 Menger Sponge, carefully crafted in Tinkercad after importing a Menger sponge originally created in Mathematica. You can find more on this project at http://makerhome.blogspot.com (days...

These intricate knots were crafted using data supplied by Jason Cantarella, a renowned mathematician at the University of Georgia, and manipulated with Mathematica to transform it into a format suitable for output as an STL file. They can be...

This creation was made possible with Mathematica, MeshLab, and TopMod. http://makerhome.blogspot.com (day 199) Twitter: twitter.com/mathgrrl Hacktastic blog: mathgrrl.com/hacktastic Shapeways geekhaus store: shapeways.com/shops/mathgrrl This...

These stylized wireframe models of thirteen Catlan solids were created using Mathematica, MeshLab, and TopMod. Print them for mathematical flair or to showcase your printer's capabilities! These models were printed on a MakerBot Replicator 2. For...

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:...

Setting this as our initial condition and imposing a Dirichlet boundary condition, we then simulated the wave equation PDE in Mathematica and sampled at a couple time points to get the different mold shapes. How can we interpret these shapes? Imagine...

This unique necklace was co-designed with Richard Southwell, an expert in Mathematica design. He brought his expertise to the table, shaping this vision into reality. The concept behind the necklace is to evoke a sense of futurism through geometric...

Lamp shade fashioned from an intricate mathematical formula utilizing this Mathematica code in case of scenario one: ParametricPlot3D[ {If[z > 0, Cos[z], Exp[z/5]]* (Cos[u] + (1 + Tanh[z + Pi/2])*(0.13 Sin[5 (u + z)] + 0.01 Sin[2.5 (u + z)]^2)*0.4...

Objects were created in Mathematica with following lines of code: - ContourPlot3D[h/10 + r x - x^3 == 0, {h, -.5, .5}, {r, -1.5, 2}, {x, -2, 2}, MaxRecursion -> 15, PlotPoints -> 115, PlotTheme -> "ThickSurface"] - Export["/Users/.../Bi1.stl", %,...

I designed and generated the word cloud and STL files using Mathematica software. Print this design with two distinct colors or a single hue to appreciate how the textures and vocabulary evoke vivid scenes. Bonus: included stands for display...

Created with Mathematica. **Infinity Surface** is approximately 102 x 102 x 102 mm. Printed with supports and raft. **Pinched Surface** is approximately 102 x 102 x 52 mm. Printed with supports and raft. See photos. ... More of my mathematical...

This triceratops originates directly from ExampleData within Mathematica. When my students, another teacher, and I first began learning about 3D printing, this little triceratops was our test subject. As we were learning, we printed numerous...

I was experimenting with Mathematica, trying out different functions and graphing techniques just for fun. When I achieved the desired shape, I used various programs to refine it into a stylish design. My toolkit included Meshmixer, Meshlab, 3Ds...

The headband component is the Headband Smaller for Child and I utilized Tinkercad to attach the horns created with CorelDraw and Mathematica. ... My Headbands Collection: • Headband Smaller for Child • Hearts Headband • Billy Goats Headbands • Candy...

I created this model using Mathematica and printed it on my MakerGear M3-ID. Note: Some files are rather large because I was striving for a very high resolution. I designed this in summer 2018. Take a look at the rest of my collection. They were...

Created with Mathematica. Note: Some files are rather large due to high resolution requirements. I printed this model in Spring 2017 and updated the file in Spring 2019. Check out my entire collection! These 3D models were designed and printed to...

Created with Mathematica. I printed this in spring 2017. At the time it was by far the largest model I had printed and the first that started my vision of a complete set. See the rest of my collection. They were all designed and printed to stand at...

I designed and printed this model with Mathematica in Spring 2017, and it has become a valuable tool for my Multivariable Calculus classes. It is often used during discussions in front of the classroom, where its large size allows students to get a...

... quickly under handling. This model was developed with Mathematica, allowing for precise control over its dimensions and properties. ... For further exploration, you may also want to review my Intersecting Surfaces and Quadric Surfaces Set models.

The headband part is based on the "Headband Smaller for Child" design, which I adapted by using Tinkercad to attach the horns created with CorelDraw and Mathematica. You can also check out my other projects: "Candy Cane Headbands" and "Heart...

Designed in Mathematica. Approximately 78 x 120 x 84 mm. No supports are needed, nor is a raft required. ... Also see my Intersecting Surfaces and Quadric Surfaces Set on Cults: https://cults3d.com/en/3d-model/various/intersecting-surfaces...

... of profit. The optimal solution to the problem is where the plane intersects the polytope. There's more to it (for example, check out this post: https://greenor.wordpress.com/2014/02/09/visualizing-lps-in-mathematica/) but that's the basic idea.

It was made using Mathematica, MeshLab, and TopMod software. On MakerHome Day 199, it was featured on http://makerhome.blogspot.com/2014/03/day-199-triakis-icosahedron.html. You can follow the maker's Twitter handle at twitter.com/mathgrrl or check...

As you can see from the picture, I used all the information available from Mathematica to help me visualize it via a state mapping. The first thing I did was to get the polygons of all the Continental United States and then I gathered all the...

I have used Mathematica to produce the object by creating functions for the star and circle and combine them in respect to their corresponding intervals. Adding and subtracting the two functions in taking account of the 45 angles would create a...

For this assignment, I used Mathematica to build this object and exported it as an STL file. Ultimaker Cura was used to printing the object. It used the ABS Orange filament and a brim for the build plate adhesion. It took about 3 hours to print the...

I also used Mathematica to make the animated gif: https://files.cults3d.com/uploaders/14440147/illustration-file/68840c0d-ca4a-40d9-830b-e31c278a8db1/Snowflakes%20Animate.gif. Snowflake 000 was my test and print before I had it generate 100. Each...

I created the object in Mathematica by defining functions for the two quadrilaterals and combining them with respect to their respective intervals. Taking into account the 45 degrees, calculating the two functions would result in a single object. ...