Inanimate toward animate architecture
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Image 2.35: pumping thing in a forest
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Posted: 22/11/2015
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Image 2.34: combination of the pumping thing principle and a Steiner 4-chain
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Posted: 15/11/2015
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Image 2.31: pumping tetrahedra in a close-packing configuration; update of Image 2.12
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Posted: 06/09/2014
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Image 2.30: pumping dodecahedra and icosahedra in close-packing on a surface; update of Image 2.20
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Posted: 06/09/2014
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Image 2.29: stages of pumping
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Posted: 14/07/2014
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Image 2.28: wobbling pumping thing with all 5 platonic solids
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Posted: 12/07/2014
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Image 2.27: pumping thing with all 5 platonic solids
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Posted: 28/06/2014
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Image 2.25: pumping quarter tetrahedra
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Posted: 19/02/2014
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Image 2.24: pumping quarter tetrahedra
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Posted: 21/02/2014
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Image 2.23: close-packing of pumping cube and octahedron with rotational movement
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Posted: 08/02/2014
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Image 2.22: imagine a strech fabric around a pumping cube and octahedron...
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Update: 02/02/2014
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Image 2.21: strech fabric wrapped around pumping tetrahedra
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Posted: 09/02/2014
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Image 2.20: pumping dodecahedron and icosahedron in close-packing on a soil
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Posted: 06/03/2014
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Image 2.19: pumping cube and octahedron in a close-packing configuration. architectural notions like 'open' and 'closed' emerge
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Posted: 08/02/2014
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Image 2.18: pumping cube and octahedron in a close-packing configuration
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Posted: 16/01/2014
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Image 2.17: pumping cubes and octahedra in a close-packing configuration
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Posted: 11/01/2014
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Image 2.16: pumping tetrahedra in a close-packing configuration. by keeping the objects joined, the pumping is enforced
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Posted: 15/01/2014
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Image 2.15: pumping tetrahedra in a close-packing configuration
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Posted: 13/01/2014
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Image 2.14: pumping dodecahedron and icosahedron in a close-packing configuration
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Posted: 05/03/2014
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Image 2.13: pumping cube and octahedron in a close-packing configuration
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Posted: 11/01/2014
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Image 2.12: pumping tetrahedra in a close-packing configuration
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Posted: 25/01/2014
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Image 2.11: pumping dodecahedron and icosahedron
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Posted: 15/12/2013
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In order to make it more 'architectural', the pumping thing was put on a soil.
And... it starts to wobble around.
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Update: 15/12/2013
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Image 2.10: pumping cube and octahedron on a soil
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Update: 19/12/2013
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Image 2.9: pumping tetrahedra on a soil
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Posted: 16/12/2013
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Image 2.8: pumping dodecahedron and icosahedron; plus their intersecting volume
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Update: 30/12/2013
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On the top left: pumping icosahedron and dodecahedron.
On the top right: the intersection.
Again, three archimedean solids are involved, it morphs from dodecahedron to truncated dodecahedron to icosidodecahedron to truncated icosahedron to icosahedron.
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Update: 30/12/2013
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Image 2.7: pumping cube and octahedron; and intersecting volume
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Posted: 06/12/2013
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Pumping duals: cube and octahedron. The intersection of this two solids, morphs from cube to truncated cube to cuboctahedron to truncated octahedrond to octahedron. This makes two platonic and three archimedean solids.
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Posted: 06/12/2013
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Image 2.6: pumping tetrahedrons and their intersecting volume
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Posted: 11/12/2013
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The intersection morphs from tetrahedron to truncated tetrahedron to octahedron and then back to truncated tetrahedron and tetrahedron.
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Update: 11/12/2013
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ALL CONTENT © 2012-2016 FRANCIS JONCKHEERE
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