solids of revolution visualizer 3d models

We endeavored to elucidate the mechanic paradox (a double cone that seemingly reverses direction on the inclined plane) and observe the movement of various rotational solids. The class was divided into five groups of four students each, tasked with...

People Print these Five Solids for Uniform Width, Cutting Each in Half to Improve Printing Efficiency. Printing Settings Options Are Available Below. Rafts The Type Doesn't Affect Outcomes Significantly. ...

The confluence of two triangular prism-shaped objects.

Happy printing!!! Print instructionsfor the triangle : I have a pre sliced file but If you prefer to slice your own do a “plane cut” of the model 5mm up to hit the seam on the button AFTER scaling it up to 300%. ...Then print both pieces on their flat...

... but other options include objects placed flat on a table, which can be rolled without surface height changes. ...Inspired by Jerome Shin, I've listed easy examples; more to come. These are my most basic ideas for shapes all having a 'width' of 100 mm.

I've developed several iterations that are volumes of revolution based on the Reuleaux Triangle. Print at standard resolution with two shells. Include a raft and support material to ensure stability during printing. The support material is minimal,...

To access the worksheet used with this model, visit https://graspthemath.wordpress.com/integral-calculus/ and navigate to Volume of Revolution - Shells. The hexagons should fit snugly into two inner pieces and two outer pieces. Due to variations in...

f(x)=1-2x+3x^2-2x^3 from 0<=x<=1 (or a=0, b=1)

This is one of four fundamental models in Calculus, designed to explore the concept of volumes of revolution. ...To access the accompanying worksheet, visit graspthemath.wordpress.com and navigate to Integral Calculus, specifically the section on Volume...

Check out the worksheet paired with this model at https://graspthemath.wordpress.com/integral-calculus/ under Volume of Revolution - Shells. ...If you print the shell2 piece on TPU, it will come out flexible, allowing students to see how a shell can be...

This compact item maintains the same width regardless of its position; try placing a few under a book for amusement suitable for both children and adults. I have designed alternative versions that are rotational volumes based on the Reuleaux...

This is meant to be a visual aid in teaching the "shell method" of solids of rotation, a unit frequently taught in Calculus 1 classes. Model measures 170mm square at the base and 130mm tall Standards: NGSS Overview and Background Each concentric...

Let's define a function, f(x), as 2x^2 - 2x^3 over the interval from x = 0 to x = 1. ...Next, we'll rotate this region downward around the y-axis, effectively creating a solid volume. ...This can be achieved using MATLAB programming.

It consists of a thin 3d printed plate with a series of grooves that will fill with water and then stamp it on the pavement. The plate is then converted in a zip tie to easily mount it on the tire. By printing a number of these at home or in a fab...

The models presented in my teachings on the Intersection of Solids/Interpenetration serve as valuable tools to illustrate and explain complex concepts.

http://www.thingiverse.com/apps/customizer/run?thing_id=52734 Instructions Using the following options: font_thickness is set to 5 flat_bottom setting has been chosen as yes font_size selected for use is 10 Custom font 'Letters.dxf' will be applied a...

Now there are two of the possible tessalations of all 5 shapes plus some combinations of two and three solids in interesting constellations. I was first been made aware of this fractal fit of the platonic solids in a presentation by the great...

Following the teacher's explanation of the activity, students will utilize 3D printed solids cut into two pieces, corresponding to the intersection of the plane with a specific angle. ...This will enable them to observe the resulting shape of the...

The functions include 'asocw' for an axisymmetric solid with constant width, 'meissner' for Meissner's body, 'reuleaux' for a Reuleaux tetrahedron (not a solid of constant width but close), 'cocw' for a cylinder of constant width, and 'pcocw' for a...

Now there are two of the possible tessalations of all 5 shapes plus some combinations of two and three solids in interesting constellations. I was first been made aware of this fractal fit of the platonic solids in a presentation by the great teacher...

You have complete control over customization - simply design and 3D print the parts you need to create your own one-of-a-kind rolling stamp. The current design is compatible with both disk brakes and fixed geared bikes, and we're working hard to...

Video: https://vimeo.com/100799128 Instructions All the instructions on http://streettoolbox.com/wiki/Revolution A project by Seyi, Rodrigo, Pierre and Wei-Che The current design works on disk brakes and fixed geared bikes. We're currently...

A pair of straightforward objects, measuring 50mm in width, designed to work seamlessly with my Meissner Tetrahedron: https://www.thingiverse.com/thing:2757159 To illustrate their functionality as ball bearings, I've created a YouTube video...

A finely crafted sword brought to life through the meticulous design of MagnitudeXII's concept art, as showcased on the vibrant Discord community.

Cult of The Lamb Visualizer&nbsp;

This is my next Fallout extruder visualizer, this time in the style of the Brotherhood of Steel organisation like in the Fallout game series. This print needs a color swap and i suppose to use black and white, but it is up to you what you prefer. You...

Je n'ai pas pu le tester sur une imprimante car je n'ai pas d'imprimante Prusa.Emboiter et coller le “Motor Visualizer JS” sur le “Motor Visualizer G”.Vous pouvez l'imprimer en deux parties pour pouvoir mettre une couleur différente."Motor Visualizer...

Human: Let f(x) = sin(x) between x = 0 and x = pi. Rotate the enclosed region around the x-axis to generate the volume created. Some supports were not needed when I printed it, except at the very bottom center where a few were required. ... Generated...

Unveiled during the warm season of my final year at high school

Conic sections are comprised of circles, ellipses, parabolas, and hyperbolas. ...They consist of 7 distinct parts.