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Schwarzcube1 3d printed Schwartz D minimal surface- cube boundaries

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Schwartz D minimal surface- cube boundaries
Schwarzcube1 3d printed Schwartz D minimal surface- cube boundaries
Schwarzcube1 3d printed Schwartz D minimal surface- cube boundaries

DIGITAL PREVIEW
Not a Photo

Schwarzcube1 3d printed
Schwarzcube1 3d printed

DIGITAL PREVIEW
Not a Photo

Schwarzcube1

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Product Description
The Schwartz 'D' surface is a triply periodic surface like the gyroid. This is a  single unit cell, with bounds of +,- Pi for x, y, and z.. The equation of this trigonometric approximation to the true minimal surface is: Sin [x] Sin[ y] Sin[ z] + Sin[ x] Cos[ y] Cos[ z] + Cos[ x] Sin[ y] Cos[ z] + Cos[ x] Cos[ y] Sin[ z] = 0. Like the gyroid, this surface also appears in nature, frequently in oil/water surfaces where the oil separates the water into two domains, at the microscopic level.
Details
What's in the box:
Schwarzcube1
Dimensions:
6.33 x 6.33 x 6.33 cm
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2.49 x 2.49 x 2.49 inches
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Rating:
Mature audiences only.