Skip to primary content
Skip to secondary content

RobertLovesPi.net

Polyhedra, tessellations, and more.

Main menu

  • Home
  • About RobertLovesPi
  • Copyright-Free Notice
  • Disclaimers
  • Note Re: Images Here
  • Tip Jar

Daily Archives: 11 March 2016

A Gallery of Cuboctahedral Polyhedra, and Polyhedral Compounds, Some of Them Chiral

Posted on 11 March 2016 by RobertLovesPi
Reply

Any of these images may be enlarged with a click.

104 triangles convex
Compound of Trunc Octa and Trunc Cube in 4colors
nc and co and nc
GRCO augmented by 8 hex-prisms
NC and CO dual
Unnamed Dual
Zonohedrified Trunc Octa not zonish based on faces and vertices
NC and CO
compound of six tetrahedra
Augmented Trunc Octa dual
chiral convex and cuboctahedral
chiral non-convex and cuboctahedral
314 faces includes hexadecagons and enneagons
compound of four polyhedra featuring kites
NC and CO
Dual of Augmented Poly
Convhgkhgcex hull
Convexhc hull
Compound of trun octa and trun cube by component
Augmented Rhombicubocta
CO not chiral and non-convex
augmented RCO Convex hull
24 pentagons and 6 octagons chiral cuboctahedral and convex
56 triangles chiral and cuboctahedral and convex
Compound of enantiomorphic pair
Compound of triakis octa and tetrakis cube
CO and NC but not chiral
NonConvex nonchiral and cuboctahedral
nonconvex cuboctahedral not chiral
86 faces 6 octagons 8 green hexagons 24 each of two other types of hexagons 24 pentagons
nc co and not chiral dual
nc co and not chiral
Small Cubicubocta
Unnamed
wild thing

They were all created using Stella 4d, available at this website.

Share this:

  • Share on Bluesky (Opens in new window) Bluesky
  • Email a link to a friend (Opens in new window) Email
  • Share on Facebook (Opens in new window) Facebook
  • Share on Mastodon (Opens in new window) Mastodon
  • Share on Nextdoor (Opens in new window) Nextdoor
  • Share on Pinterest (Opens in new window) Pinterest
  • Share on Pocket (Opens in new window) Pocket
  • Print (Opens in new window) Print
  • Share on Reddit (Opens in new window) Reddit
  • Share on Telegram (Opens in new window) Telegram
  • Share on Threads (Opens in new window) Threads
  • Share on Tumblr (Opens in new window) Tumblr
  • Share on WhatsApp (Opens in new window) WhatsApp
  • Share on X (Opens in new window) X
Like Loading...
Posted in Mathematics | Tagged cuboctahedral, geometry, Mathematics, octahedral, polyhedra, polyhedron, symmetry | Leave a reply

Search

Subject Categories:

  • Art (553)
  • artificial intelligence (2)
  • Asperger's (32)
  • Blogging (18)
  • China and the Han (8)
  • eBay (2)
  • Education (103)
  • Fiction (33)
  • Geography (32)
  • History (44)
  • Humor (78)
  • Life (445)
  • Mandalas (147)
  • Mathematics (2,131)
  • Mental Health (80)
  • Music (52)
  • Mysteries (22)
  • Politics (143)
  • Quotations (70)
  • Religion (62)
  • Satire (15)
  • Science and Scientists (134)
Follow RobertLovesPi.net on WordPress.com

Enter your email address to follow this blog and receive notifications of new posts by email.

Join 4,110 other subscribers

Most-Viewed Posts, Recently:

  • A Half-Solved Mystery:  Rotating a Sine Wave
    A Half-Solved Mystery: Rotating a Sine Wave
  • How to Distinguish Between the Waxing and Waning Moon, At a Glance
    How to Distinguish Between the Waxing and Waning Moon, At a Glance
  • The 15-75-90 Triangle
    The 15-75-90 Triangle
  • My Polyhedral Nemesis:  The Great Icosahedron
    My Polyhedral Nemesis: The Great Icosahedron
  • A Variant of the Great Icosahedron
    A Variant of the Great Icosahedron
  • The Beginning of the Number Pi, in Binary Through Hexadecimal, etc.
    The Beginning of the Number Pi, in Binary Through Hexadecimal, etc.
  • Earth's Oceans' and Continents' Relative Surface Areas, Analyzed, with Two Pie Charts
    Earth's Oceans' and Continents' Relative Surface Areas, Analyzed, with Two Pie Charts
  • A Truncated Icosahedron with Sixty Extra Hexagons
    A Truncated Icosahedron with Sixty Extra Hexagons
  • Please do not play pranks on the Aspies
    Please do not play pranks on the Aspies
  • The 22.5-67.5-90 Triangle
    The 22.5-67.5-90 Triangle
March 2016
S M T W T F S
 12345
6789101112
13141516171819
20212223242526
2728293031  
« Feb   Apr »

Recent Posts

  • A Rotating Zonohedron
  • A Modified Square Antiprism with Pentagons as Lateral Faces
  • An Enneahedron
  • A Compound of Two Square-Based Pyramids
  • Seven Polyhedra with Eightfold Dihedral Symmetry, Starting with the Octagonal Antiprism
  • A Quotation, from Horace Mann
  • Four Polyhedra, Each With Seven-Fold Dihedral Symmetry
  • Mandala Ten
  • Two Views of a Paper Model of an Icosidodecahedron
  • Two Views of a Paper Model of the Great Dodecahedron

Explore RobertLovesPi By Topic

  • Arkansas
  • Art
  • Asperger's
  • astronomy
  • chiral
  • circle
  • cluster
  • compound
  • cube
  • cuboctahedron
  • dodecagon
  • dodecahedron
  • dual
  • Education
  • enneagon
  • facet
  • faceted
  • faceting
  • geometric
  • geometrical
  • geometrical art
  • geometry
  • Golden Ratio
  • heptagon
  • hexagon
  • Humor
  • icosahedron
  • icosidodecahedron
  • kite
  • life
  • mandala
  • mandalas
  • math
  • mathematical
  • mathematical art
  • Mathematics
  • music
  • nonagon
  • octagon
  • octahedron
  • op art
  • pentagon
  • politics
  • polygon
  • polyhedra
  • polyhedral
  • polyhedron
  • president
  • quotation
  • quote
  • religion
  • rhombi
  • rhombic dodecahedron
  • rhombicosidodecahedron
  • rhombic triacontahedron
  • rhombus
  • school
  • science
  • snub dodecahedron
  • star
  • stellated
  • stellation
  • symmetrohedra
  • symmetrohedron
  • symmetry
  • tessellation
  • tetrahedron
  • tiling
  • triangle
  • Trump
  • truncated
  • truncated icosahedron
  • Zome
  • zonohedra
  • zonohedron

Hit Counter

  • 1,035,439 hits
Create a website or blog at WordPress.com
  • Subscribe Subscribed
    • RobertLovesPi.net
    • Join 959 other subscribers
    • Already have a WordPress.com account? Log in now.
    • RobertLovesPi.net
    • Subscribe Subscribed
    • Sign up
    • Log in
    • Report this content
    • View site in Reader
    • Manage subscriptions
    • Collapse this bar
 

Loading Comments...
 

    %d