ethan and hila klein 3d models

Throughout the print process, I encountered numerous issues related to stringing and surface roughness caused by frequent changes in direction of both the bed and the extruder. ...Ultimately, the print turned out well, but further adjustments to...

During the print I had a lot of stringing and a rough surface, due to the frequent changes of direction of both the bed and the extruder. ...Overall, the print came out fine, but tweaking the settings and upscaling the model should make it way better.

I printed with a 0.1mm layer height to assist the bridging, and had exceptional results despite the severe overhang. You could get away with a greater layer height if you use supports. There are two models. "Klein_Bottle.stl" has a rounded base...

In topology, a branch of mathematics, the Klein bottle (/ˈklaɪn/) is an example of a non-orientable surface (wikipedia)

In topology, a branch of mathematics, the Klein bottle (/ˈklaɪn/) is an example of a non-orientable surface (wikipedia)

The OpenSCAD code for this project is right here, and if you're interested in learning more, I recommend checking out the official documentation. For those who prefer to learn in their native language, there's also a Traditional Chinese version...

Our design process involved merging two Mobius loops, then reinforcing that surface by thickening it, and strategically punching a series of holes into it using a UV map. Following a successful watertight print, the vase's stem proves to be an...

Klein Bottlehttps://en.wikipedia.org/wiki/Klein_bottleIn topology, a branch of mathematics, the Klein bottle (/ˈklaɪn/) is an example of a non-orientable surface; it is a two-dimensional manifold against which a system for determining a normal vector...

I designed a unique piece of artwork in the form of a Klein bottle, which I crafted as a thoughtful gift for someone special.

This is a three-dimensional rendering of Chuck Klein's plaque proudly displayed at the National Baseball Hall of Fame in Cooperstown, New York.

The Klein Fláche, better known as the Klein bottle, is a weird mathematical hick-up taht exists out of two Mobius surfaces. Be it less famous than Mobius' monster, I think its is way cooler. If you look on the internet, you can find a folk who...

The Klein Fläche is often referred to as the Klein bottle, a strange mathematical anomaly comprised of two Möbius surfaces. Though it may not be as well-known as Möbius' monster, I believe it's far more intriguing. When searching online, you can...

Print Settings Printer: CTC Bizer Rafts: Doesn't Matter Supports: No Resolution: 0.25 mm Infill: 100 % Notes: When printing with transparent materials, avoid using supports since they will be visible and difficult to remove. Since this model is only...

The Instructions: To make it work, choose these settings: Rounded Base = None Font size = 25 Height of the base as a percentage of the whole object = .33 Name of font used for text = Alegreya Sans SC Black How much to shift font from left edge of...

Klein bottle is an example of a non-orient-able surface; it is a two-dimensional manifold against which a system for determining a normal vector cannot be consistently defined.

the Klein bottle is an example of a non-orientable surface; it is a two-dimensional manifold against which a system for determining a normal vector cannot be consistently defined.

Mathematicians create a Klein Bottle as a theoretical concept, not a tangible entity. This abstract construct intersects its own boundaries. ...To prevent a discontinuity in the mathematically continuous surface, mathematicians introduce a fourth...

The Klein Bottle Model comes complete with a cross-section model, giving you a detailed look inside its workings. It's recommended to print this design with a layer height of 0.2mm or lower for optimal results. This model stands at an impressive...

A bottle stemming from Klein's mathematical formula Perfect, thank you! ...Do you have more text for me to spin?

In my endeavor to create a Klein bottle, I acknowledge that it wasn't formed from a single unified surface initially; however, the completed project resulted in a seamlessly connected surface. ...If you could offer suggestions for improvement, I would...

The Klein Bottle stands out as a unique solid object with no discernible wall thickness, rendering traditional methods of inverting polygons ineffective for creating a complete 3D model suitable for printing. ...However, this doesn't entirely rule out...

I created this Klein bottle using Inventor. As far as I'm aware, it's the first one ever made in Inventor, so I'd appreciate it if you could give me credit by sending them my way. I'll be sharing a video of its creation soon. If you need assistance,...

I created this design for my friend who's obsessed with Klein tools. I recommend scaling it up by a few percentages so the fine details of the lines become more apparent. Keep tweaking your slicer settings in preview mode. If you're using a nozzle...

Surface discovered by Felix Klein (1882). Is an open non-adjustable math surface whose Euler characteristic is equal to 0 (it has no interior or exterior). It can only be printed in 3D after adding some inner thickness. It was just a practice...

Print Ethan_Carbon 2x with 0.1mm layer thickness in black Ethan_CC-Bond 1x with 0.1mm layer thickness in gray Ethane_ Links 1x with 0.1mm layer thickness in gray Ethan_CH-Bond 6x with 0.1mm layer thickness in gray Ethan_Hydrogen 6x with 0.1mm layer...

The Klein Bottle is similar to a Möbius strip but lacks its boundary edge. Due to its versatility, various representations of this bottle can be imagined. An interesting feature of this shape is that liquid can be poured on one side while it rests on...

People often think of a Klein bottle as a non-orientable surface, much like a Mobius strip that only has one side from which you could travel to any other part of it. Unlike a Mobius strip, however, it has no edges at all. I made this just for kicks...

Throughout history, humans have developed complex societies, cultures, and technologies that reflect their innate drive for innovation, cooperation, and progress. These endeavors have led to countless achievements, from scientific breakthroughs to...

This concept is not mine, but I found it fascinating and wanted to share it.

Humans can print numbers that represent seventy-five percent and fifty percent.