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- Homoeoid abstract "A homoeoid is a shell (a bounded region) bounded by two concentric, similar ellipses (in 2D) or ellipsoids (in 3D). When the thickness of the shell becomes negligible, it is called a thin homoeoid.".
- Homoeoid thumbnail Homoeoid3d.jpg?width=300.
- Homoeoid wikiPageID "2754080".
- Homoeoid wikiPageLength "1352".
- Homoeoid wikiPageOutDegree "11".
- Homoeoid wikiPageRevisionID "681960903".
- Homoeoid wikiPageWikiLink Category:Mathematical_physics.
- Homoeoid wikiPageWikiLink Category:Potentials.
- Homoeoid wikiPageWikiLink Category:Surfaces.
- Homoeoid wikiPageWikiLink Edward_Routh.
- Homoeoid wikiPageWikiLink Ellipse.
- Homoeoid wikiPageWikiLink Ellipsoid.
- Homoeoid wikiPageWikiLink Focaloid.
- Homoeoid wikiPageWikiLink Potential.
- Homoeoid wikiPageWikiLink Similarity_(geometry).
- Homoeoid wikiPageWikiLink Subrahmanyan_Chandrasekhar.
- Homoeoid wikiPageWikiLink File:Homoeoid3d.jpg.
- Homoeoid wikiPageWikiLinkText "Homoeoid".
- Homoeoid subject Category:Mathematical_physics.
- Homoeoid subject Category:Potentials.
- Homoeoid subject Category:Surfaces.
- Homoeoid hypernym Shell.
- Homoeoid type Mollusca.
- Homoeoid type Dynamic.
- Homoeoid type Physic.
- Homoeoid type Surface.
- Homoeoid comment "A homoeoid is a shell (a bounded region) bounded by two concentric, similar ellipses (in 2D) or ellipsoids (in 3D). When the thickness of the shell becomes negligible, it is called a thin homoeoid.".
- Homoeoid label "Homoeoid".
- Homoeoid sameAs Q1626445.
- Homoeoid sameAs Homöoid.
- Homoeoid sameAs m.080vdd.
- Homoeoid sameAs Q1626445.
- Homoeoid wasDerivedFrom Homoeoid?oldid=681960903.
- Homoeoid depiction Homoeoid3d.jpg.
- Homoeoid isPrimaryTopicOf Homoeoid.