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Valeria Momo & Mattia
Valeria Momo & Mattia

Valeria Momo & Mattia

✨ just a couple who love modeling & 3D printing! ✨

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Digital print files may never be sold or shared You may NOT edit or remix any of my designs without permission first. The only modification allowed is to change the colors and size.

Valeria M

3D Wall Sculpture, Blue Drop

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Valeria Momo & Mattia
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3D Wall Sculpture, Blue Drop 3d model
Valeria Momo & Mattia
Valeria Momo & Mattia
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3D Wall Sculpture, Blue Drop 3d model
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3D Wall Sculpture, Blue Drop 3d model
3D Wall Sculpture, Blue Drop 3d model
3D Wall Sculpture, Blue Drop 3d model
3D Wall Sculpture, Blue Drop 3d model
3D Wall Sculpture, Blue Drop 3d model
3D Wall Sculpture, Blue Drop 3d model
3D Wall Sculpture, Blue Drop 3d model
3D Wall Sculpture, Blue Drop 3d model
This model is restricted by licensing terms. 

I designed a new 3D Sculpture made up of 100 pyramids, which resembles the shape of water when it falls into a drop 💧. This time too, each pyramid is unique, is numbered on the bottom face from 0 to 99 and has a different shape that follows a mathematical formula in space.

How to glue pyramids to the frame? Some of you asked me how to glue the pyramids onto the frame. I opted for a drop of silicone (very little is needed).

Print & Installation suggestions Printing is very easy, I suggest you clean the plate well to avoid adhesion problems. You can scale the model without any problems. For the final composition I suggest you use a frame (check this frame). Take advantage of the light points in the room where you will hang the frame, you will have a beautiful final effect.

Color used:

Bambulab PLA Basic Jade White Bambulab PLA Matte Ice Blue Sunlu PLA Meta Blue Bambulab PLA Matte Marine Blue Bambulab PLA Matte Dark Blue Mathematical Background To create the "drop in water" effect I thought of some symmetrical geometric formulas. I started with 100 pyramids, all the same. Then I moved the 100 vertices in 3 dimensions (x, y, and z) following this formula:

∆x = abs(x-5); abs means absolute value and is symmetrical about the center ∆y = abs(x-5); abs means absolute value and is symmetrical about the center ∆z = (x-5/10)^4+(y-5/10)^4; power an even number is symmetrical As you can see I always subtract by 5 (the pyramids are on a 10x10 grid) because I wanted to have the centre of symmetry in the middle.


53 Likes61 DownloadsSeptember 17, 2024


53 Likes61 DownloadsSeptember 17, 2024
This model is restricted by licensing terms.