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LIDINOID

Lidinoid

Triply periodic minimal surface

In differential geometry, the lidinoid is a triply periodic minimal surface. The name comes from its Swedish discoverer Sven Lidin (who called it the HG

Lidinoid

Gyroid

Infinitely connected triply periodic minimal surface

to the D surface is approximately 38.01°. The gyroid is similar to the lidinoid. The gyroid was discovered in 1970 by NASA scientist Alan Schoen. He calculated

Gyroid

List of surfaces

surface Costa's minimal surface Catenoid Enneper surface Gyroid Helicoid Lidinoid Riemann's minimal surface Saddle tower Scherk surface Schwarz minimal surface

List of surfaces

List_of_surfaces

Triply periodic minimal surface

Concept in differential geometry

embedded in the process (although the lattice may change). The gyroid and lidinoid are each inside a separate 1-parameter family. Another approach to classifying

Triply periodic minimal surface

Triply_periodic_minimal_surface

Minimal surface

Surface that locally minimizes its area

Enneper–Weierstrass parameterization Gyroid Harmonic map Harmonic morphism Lidinoid Plateau's problem Schwarz minimal surface Soap bubble Surface Evolver Stretched

Minimal surface

Minimal_surface

Schwarz minimal surface

Periodic minimal surface

Surface (Archived) Virtual Math Museum - 3DXM Minimal Surface Gallery Gyroid Lidinoid Triply periodic minimal surface H. A. Schwarz, Gesammelte Mathematische

Schwarz minimal surface

Schwarz_minimal_surface

List of mathematical shapes

surface Costa's minimal surface Catenoid Enneper surface Gyroid Helicoid Lidinoid Riemann's minimal surface Saddle tower Scherk surface Schwarz minimal surface

List of mathematical shapes

List_of_mathematical_shapes

James Hoffman

American inventor

periodic surfaces), and derived the first level set formulation for the Lidinoid surface. Hoffman is the co-author of a patent for an internal combustion

James Hoffman

James_Hoffman