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Geometric Model by A. Harry Wheeler, Cube Transformable into an Octahedron, Dissected Polyhedron

American History Museum

Dissected Polyhedron by A. H. Wheeler - Cube Into Octahedron, Cube
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Object Details

maker

Wheeler, Albert Harry

Description

This hinged paper model fits in a box folded from paper and fits around (although it does not entirely fill) a paper frame. It consists of eight triangular pyramids and six square pyramids. Fitting the triangular pyramids into the frame gives a regular octahedron. Fitting the square pyramids into the frame gives a cube. This is Wheeler's model 775.
There is a drawing in 1979.3002, folder 42, Dated March 21, 1939, for a cube transformable into a regular octahedron.

Location

Currently not on view

Credit Line

Gift of Helen M. Wheeler

date made

1930 04 20

ID Number

MA.304723.277

accession number

304723

catalog number

304723.277

Object Name

Geometric Model

Physical Description

paper (overall material)
tan (overall color)
cut and folded (overall production method/technique)

Measurements

average spatial: 8.3 cm x 8.3 cm x 8.6 cm; 3 9/32 in x 3 9/32 in x 3 3/8 in

place made

United States: Massachusetts, Worcester

See more items in

Medicine and Science: Mathematics
Dissected Polyhedra
Science & Mathematics

Data Source

National Museum of American History

Subject

Mathematics

Metadata Usage

CC0

Link to Original Record

https://n2t.net/ark:/65665/ng49ca746a9-154f-704b-e053-15f76fa0b4fa

Record ID

nmah_1067384

Discover More

A tan bisected cube. The area where the cube is divided reveals alternating yellow and red, and green and red, patterns.

Dissected Polyhedra Transformable into Other Polyhedra

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