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: 19 May 2019

A Zonish Icosahedron

Posted on 19 May 2019 by RobertLovesPi
1

This zonish polyhedron was made by adding zones based on the faces and vertices of an icosahedron. Its faces are 30 decagons, twenty equilateral triangles, and twelve panels of five rhombi each. I used Stella 4d to create this; it’s a program you can try for free at http://www.software3d.com/Stella.php.

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
  • 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 geometry, Mathematics, polyhedra, polyhedron, zonish | 1 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 4,115 other subscribers

Most-Viewed Posts, Recently:

  • A Euclidean Construction of a Regular Pentagon with a Given Edge Length
    A Euclidean Construction of a Regular Pentagon with a Given Edge Length
  • 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 Beginning of the Number Pi, in Binary Through Hexadecimal, etc.
    The Beginning of the Number Pi, in Binary Through Hexadecimal, etc.
  • My Polyhedral Nemesis:  The Great Icosahedron
    My Polyhedral Nemesis: The Great Icosahedron
  • The Small Ditrigonal Icosidodecahedron, Together with Its Fifth Stellation
    The Small Ditrigonal Icosidodecahedron, Together with Its Fifth Stellation
  • A Euclidean Construction of the Golden Rectangle, Golden Triangle, Golden Gnomon, and Regular Pentagon
    A Euclidean Construction of the Golden Rectangle, Golden Triangle, Golden Gnomon, and Regular Pentagon
  • A Survey of Right Angles in Convex Pentagons
    A Survey of Right Angles in Convex Pentagons
  • A Hollow Faceting of the Rhombicosidodecahedron, and Its Hollow Dual
    A Hollow Faceting of the Rhombicosidodecahedron, and Its Hollow Dual
  • A Euclidean Construction of a Regular Convex Pentagon and a Regular Star Pentagon, Both Inscribed Inside a Given Circle
    A Euclidean Construction of a Regular Convex Pentagon and a Regular Star Pentagon, Both Inscribed Inside a Given Circle
  • The 22.5-67.5-90 Triangle
    The 22.5-67.5-90 Triangle
May 2019
S M T W T F S
 1234
567891011
12131415161718
19202122232425
262728293031  
« Apr   Jun »

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

  • 1,062,513 hits
Create a website or blog at WordPress.com
  • Subscribe Subscribed
    • RobertLovesPi.net
    • Join 964 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