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You are here: Home / Archives for polyhedra / Archimedean Solids

Archimedean Solids

2024 Martineau Solar System Calendars available now

Saturday, 30 September 2023 by Bruce Rawles

Once again this perennial calendar is available! These timeless images portray amazingly accurate geometric representations of the planetary orbits in our very own solar system – now available in printed calendar form with dates for 2024!!

Martineau Solar System Calendars

Martineau solar system calendar -12 months

These 12 images are highly accurate geometric models of our solar system; details are here. They were inspired by the remarkable work of John Martineau (publisher of Wooden Books), who wrote “A Little Book of Coincidence”. Tiled images of planetary surfaces and related images form the backgrounds. Images are two or more orbits defined by simple 2D (circles, triangles, squares, pentagons, hexagons, octagons) or 3D geometries (e.g. tetrahedron, icosahedron, dodecahedron) typically with 99.9% or greater accuracy. The work picks up where Johannes Kepler’s mystical exploration left off. A newly revised calendar (which is updated every year) with images from the Martineau Solar System is again available for 2024.

Filed Under: 2D Geometries, 3D Geometries, Archimedean Solids, Platonic Solids, polyhedra, sacred geometry art, sacred geometry calendars

2023 Martineau Solar System Calendars available now

Friday, 23 September 2022 by Bruce Rawles

Once again this perennial calendar is available! These timeless images portray amazingly accurate geometric representations of the planetary orbits in our very own solar system – now available in printed calendar form with dates for 2023!

Martineau Solar System Calendars

Martineau solar system calendar -12 months

These 12 images are highly accurate geometric models of our solar system; details here. They were inspired by the remarkable work of John Martineau (publisher of Wooden Books), who wrote “A Little Book of Coincidence”. Tiled images of planetary surfaces and related images form the backgrounds. Images are two or more orbits defined by simple 2D (circles, triangles, squares, pentagons, hexagons, octagons) or 3D geometries (e.g. tetrahedron, icosahedron, dodecahedron) typically with 99.9% or greater accuracy. The work picks up where Johannes Kepler’s mystical exploration left off. A newly revised calendar (which is updated every year) with images from the Martineau Solar System is again available for 2022.

Filed Under: 2D Geometries, 3D Geometries, Archimedean Solids, Platonic Solids, polyhedra, sacred geometry art, sacred geometry calendars

TurboSquid 3D geometric models

Tuesday, 31 May 2022 by Bruce Rawles

Fellow geometer, 3D animator, techno-nerd, mystic, and life-long friend, Dave Van Dyke alerted me to some examples of very cool 3-dimensional models using TurboSquid (3D Models for Professionals) a couple of days ago. The links below connect with a small set of the many examples of 3-d geometric models – some free, others inexpensive – all gems, especially considering the “labor of love” efforts put into these detailed models! Going beyond geometric constraints, you have orders of magnitude more to explore! They can be downloaded and adapted wherever your imagination might lead! Here are some samples to pique your interest!

Archimedean polyhedra permutations
Archimedean polyhedra permutations
polyhedron made of inter-locking blue squares
polyhedron made of inter-locking blue squares
geodesic polyhedra (truncated icosahedra); small and large sizes connected at vertices
geodesic polyhedra (truncated icosahedra); small and large sizes connected at vertices
polyhedron made of interlocking blue triangles
polyhedron made of inter-locking blue triangles
icosa-dodeca-geometric model with wavy extruded interconnecting struts
icosa-dodeca-geometric model with wavy extruded interconnecting struts

Filed Under: 3D Geometries, Archimedean Solids, Platonic Solids, sacred geometry animation, sacred geometry apps, sacred geometry art, sacred geometry news

SMAs in SMA (SMA-ll stellated dodecahedra in San Miguel de Allende)

Thursday, 5 May 2022 by Bruce Rawles

¡Feliz Cinco de Mayo! Last week, my wife Nancy and I enjoyed a long-overdue, much-needed getaway/vacation and chose San Miguel de Allende, Mexico, a place we’d heard great things about for decades from numerous sources. We very much enjoyed our immersion into the culture, cuisine, and art that this historic city is known for. In addition to world-class dining, lots of “heart decor” and so much more, I was amazed at how many 3D geometric stars were present in this lovely city, both in numerous shops and even in permanent street art! Since artsy stars, wings, and hearts are here in abundance, there are plenty of stellated polyhedra, but the predominant variety seemed to be one of my favorite shapes, the small stellated dodecahedron (one of the four Kepler–Poinsot polyhedra) which I’ve featured in numerous places on this website. I mentioned (in my broken Spanish, resurrected from high school classes a half-century ago) to a few of the shopkeepers that a foldup version that would fit in a tourist’s suitcase might afford more sales, since shipping these lovely fabrications is probably a bit expensive.

If you want to make your own (I suggest trying in cardboard first) here’s a foldup pattern from page 219 of Sacred Geometry Design Sourcebook; you’ll want to make 6 copies of this page. Join the two edges labeled 1 and also join the two edges labeled 2. If you fold together just one copy of this page, you’ll get a double pentagonal pyramid, which is another interesting shape. However, if you fold up the 2 pentagonal pyramid halves, crease the middle shared edge, and fold the other direction, you’ll have 1/6 of what you need to make this classic shape. MC Escher fans will probably recall this classic image.

Small Stellated Dodecahedron fold-up pattern from page 219 of Sacred Geometry Design Sourcebook - Universal Dimensional Patterns by Bruce Rawles
Small Stellated Dodecahedron fold-up pattern from page 219 of Sacred Geometry Design Sourcebook – Universal Dimensional Patterns by Bruce Rawles

I’ve included an assortment of photos from this trip below, including a few other familiar geometries you’ll probably recognize; enjoy! For many more photos of our San Miguel de Allende, Mexico trip this past week, visit my personal Facebook page.

Small Stellated Dodecahedra hanging from the ceiling of the gazebo in the centro park adjacent to the Parrochia church, San Miguel de Allende, Mexico
Small Stellated Dodecahedra hanging from the ceiling of the gazebo in the Centro park adjacent to the Parrochia church, San Miguel de Allende, Mexico
cluster of brass Small Stellated Dodecahedra; San Miguel de Allende, Mexico
cluster of brass Small Stellated Dodecahedra; San Miguel de Allende, Mexico
Small Stellated Dodecahedra and many other colorful artsy decorative items in another street vendor shop; San Miguel de Allende, Mexico
Small Stellated Dodecahedra and many other colorful artsy decorative items in another street vendor shop; San Miguel de Allende, Mexico
Small Stellated Dodecahedron -hanging in a restaurant interior courtyard; San Miguel de Allende, Mexico
Small Stellated Dodecahedron -hanging in a restaurant interior courtyard; San Miguel de Allende, Mexico
street vendor photo: metal small stellated dodecahedra and other art objects; San Miguel de Allende, Mexico
street vendor photo: metal small stellated dodecahedra and other art objects; San Miguel de Allende, Mexico
metal stellated polyhedra decorating trees in an interior courtyard; San Miguel de Allende, Mexico
metal stellated polyhedra (one of many polyhedra) decorating trees in an interior courtyard; San Miguel de Allende, Mexico
metal stellated polyhedra; San Miguel de Allende, Mexico
metal stellated polyhedra; San Miguel de Allende, Mexico
interior of a metal stellated polyhedron; San Miguel de Allende, Mexico
interior of a metal stellated polyhedron; San Miguel de Allende, Mexico
metal stellated polyhedra; San Miguel de Allende, Mexico
metal stellated polyhedra; San Miguel de Allende, Mexico
Small Stellated Dodecahedra and other geometric lamps; street vendor lamp shop; San Miguel de Allende, Mexico
Small Stellated Dodecahedra and other geometric lamps; street vendor lamp shop; San Miguel de Allende, Mexico
large metal small stellated dodecahedron on street corner 1 block south of Parrochia church; San Miguel de Allende, Mexico
daytime photo of a large metal small stellated dodecahedron on the street corner one block south of Parrochia church, San Miguel de Allende, Mexico …
large metal small stellated dodecahedron casting light on the street corner at night; San Miguel de Allende, Mexico
… the same large metal small stellated dodecahedron casting light on the street corner at night; San Miguel de Allende, Mexico
courtyard art: large stellated cube; San Miguel de Allende, Mexico
courtyard art: large stellated cube; San Miguel de Allende, Mexico
reflecting sphere art in hotel lobby; San Miguel de Allende, Mexico
reflecting sphere art in a hotel lobby; San Miguel de Allende, Mexico

Other examples of small stellated dodecahedra from this website:

sculpture by Gregory Hoag of I-Connect (formerly Metaforms).

 

zometool stellated dodecahedron
zometool construction (the outer blue shape is a small stellated dodecahedron)

New Frontiers of the Gold Country - logo

 

Filed Under: 3D Geometries, Archimedean Solids, Fractal Geometry, Platonic Solids, polyhedra, sacred geometry art

Martineau Solar System Calendars again available; still 9 months left in 2022!

Friday, 1 April 2022 by Bruce Rawles

OK, I’m a bit late (by about 4 months from when I usually update these), but there are still nine months left in the year 2022 to enjoy these lovely calendars! Freshly updated, these timeless images that portray amazingly accurate geometric representations of the planetary orbits in our very own solar system are now (again) available in printed calendar form!

Martineau Solar System Calendars

 

Martineau solar system calendar -12 months

These 12 images are highly accurate geometric models of our solar system; details here. They were inspired by the remarkable work of John Martineau (publisher of Wooden Books), who wrote “A Little Book of Coincidence”. Tiled images of planetary surfaces and related images form the backgrounds. Images are two or more orbits defined by simple 2D (circles, triangles, squares, pentagons, hexagons, octagons) or 3D geometries (e.g. tetrahedron, icosahedron, dodecahedron) typically with 99.9% or greater accuracy. The work picks up where Johannes Kepler’s mystical exploration left off. A newly revised calendar (which is updated every year) with images from the Martineau Solar System is again available for 2022.

Filed Under: 2D Geometries, 3D Geometries, Archimedean Solids, Platonic Solids, polyhedra, sacred geometry art, sacred geometry calendars

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