Cx + Cy + Cz = 0
P - Sheet
P - Inner Solid
P - Outer Solid
Sx Sy Sz + Sx Cy Cz + Cx Sy Cz + Cx Cy Sz = 0
D - Sheet
D - Inner Solid
D - Outer Solid
Cx Sy + Cy Sz + Cz Sx = 0
Gyroid - Sheet
Gyroid - Inner Solid
Gyroid - Outer Solid
2 (Cx Cy + Cy Cz + Cz Cx) − (C2x + C2y + C2z) = 0
IWP - Sheet
IWP - Inner Solid
IWP - Outer Solid
3 (Cx + Cy + Cz) + 4 Cx Cy Cz = 0
Neovius - Sheet
Neovius - Inner Solid
Neovius - Outer Solid
S2x Cy Sz + S2y Cz Sx + S2z Cx Sy − (C2x C2y + C2y C2z + C2z C2x) + 0.3 = 0
Lidinoid - Sheet
Lidinoid - Inner Solid
Lidinoid - Outer Solid
Variante OCTO 1: 0.6 (Cx Cy + Cy Cz + Cz Cx) – 0.4 (Cx + Cy + Cz) + 0.25 = 0
OCTO1 - Sheet
OCTO1 - Inner Solid
OCTO1 - Outer Solid
Variante OCTO2: 4 (Cx Cy + Cy Cz + Cz Cx) + (Cx + Cy + Cz) – 2.8 (Cx Cy Cz) + 1.5 = 0
OCTO2 - Sheet
OCTO2 - Inner Solid
OCTO2 - Outer Solid
8 Cx Cy Cz + C2x C2y C2z − (C2x C2y + C2y C2z + C2z C2x) = 0
FRD - Sheet
FRD - Inner Solid
FRD - Outer Solid
C2x Sy Cz + Cx C2y Sz + Sx Cy C2z = 0
S - Sheet
S - Inner Solid
S - Outer Solid
- Sheet
- Inner Solid
- Outer Solid
- Sheet
- Inner Solid
- Outer Solid
- Sheet
- Inner Solid
- Outer Solid
- Sheet
- Inner Solid
- Outer Solid
- Sheet
- Inner Solid
- Outer Solid