Poutvaara Science Laboratory, PSL
PSL is a new branch started from the Design Bureau Poutvaara. Similar as Poutvaara Space Agency, also PSL is focused on modelling and visualization, but more in basic sciences related abstract mathematical geometry and engineering design. PSL-images are going to be available in PPS in the collection 27.
PSL starting project is modelling of top ancient knowledge of Polyhedrons, regular geometry-defined forms, from which there can be made objects. As focus there is the most universal and most regular Platonic Polyhedrons (5) and also as famous uniform Archimedean Polyhedrons (13). More about the project can be red from Kirjoitettua (Written) –column.
The second project of PSL is more polyhedrons, newer, namely the Deltahedrons consisting of triangular faces and the Catalan solids, some less regular and even non-regular. All of these were completed in a period of two months.
Poutvaara Science Laboratory
Ancient Solids
Project: All Platonic (5) and Archimedean solids (13) with all variations (total 27).
Client: Illustrative use and model use by Poutvaara Science Laboratory. PSL offers collaboration for variety of purposes. So far these have been applied in all sorts of arts, architecture, engineering, domes, design, sculptures, mapmaking, implosion explosion devices, mathematics, geometry, physics, chemistry, space technology, universe theories, religious theories, to name most of them.
Description: Precise models including vertice points, edges and solids. 3D-AutoCAD models with either 1:100 000 000 or 1:1 000 000 000-unit accuracy. Modelled with scientific formula. General view with same radius and with two solids with chiral quality. Central model with 100 hours editing time with 27 solids as Xrefs, including 7000 lines, 1000 texts, 1000 coordinates, 2200 points and 500 layers. Model size is 0.7 Mb central file with 1.4 Mb of 27 Xref-solids. Mathematical calculations with 100 pages are checked to be correct in reference to the models and the formulas related are based on wiki-pages. Calculated and modelled information in total is more precise and practically useable than in Wikipedia.
Ancient Solids Intersected
Project: Solids intersected
Client: Intersection of the volumes can be used by PSL for various artistic concepts.
Description: Research project about combination of Platonic and Archimedean solids. Special mathematical theory with explosive outlook.
Regular Tetrahedron
Project: P 1. Regular Tetrahedron / Platonic Solids (1-5)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 4 faces, triangles.
Cube
Project: P 2. Cube / Platonic Solids (1-5)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 6 faces, squares.
Regular Octahedron
Project: P 3. Regular octahedron / Platonic Solids (1-5)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 8 faces, triangles.
Regular Dodecahedron
Project: P 4. Regular dodecahedron / Platonic Solids (1-5)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 12 faces, pentagons.
Regular Icosahedron
Project: P 5. Regular Icosahedron / Platonic Solids (1-5)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 10 faces, triangles.
Truncated Tetrahedron
Project: A 1. Truncated tetrahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 8 faces = 4 triangles, 4 hexagons.
Cuboctahedron
Project: A 2. Cuboctahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 14 faces = 8 triangles, 6 squares.
Truncated Cube
Project: A 3. Truncated cube / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 14 faces = 8 triangles, 6 octagons.
Truncated Octahedron
Project: A 4. Truncated octahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 14 faces = 6 squares, 8 hexagons.
Rhombicuboctahedron
Project: A 5. Rhombicuboctahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 26 faces = 8 triangles, 18 squares.
Truncated Cuboctahedron
Project: A 6. Truncated cuboctahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 26 faces = 12 squares, 8 hexagons, 6 octagons.
Snub Cube
Project: A 7. Snub cube / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 38 faces = 32 triangles, 6 squares; two chirals.
Icosidodecahedron
Project: A 8. Icosidodecahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 32 faces = 20 triangles, 12 pentagons.
Truncated Dodecahedron
Project: A 9. Truncated dodecahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 32 faces = 20 triangles, 12 decagons.
Truncated Icosahedron
Project: A 10. Truncated icosahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 32 faces = 12 pentagons, 20 hexagons.
Rhombicosidodecahedron
Project: A 11. Rhombicosidodecahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 62 faces = 20 triangles, 30 squares, 12 pentagons.
Truncated Icosidodecahedron
Project: A 12. Truncated icosidodecahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 62 faces = 30 squares, 20 hexagons, 12 decagons.
Snub Dodecahedron
Project: A 13. Snub dodecahedron / Archimedean solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 92 faces = 80 triangles, 12 pentagons; two chirals and regular and semiregular version (semiregular derived from number 12).
Snub Dodecahedron R / S
Project: Snub dodecahedron / Regular and Semiregular version
Client: Illustrative use and model use by PSL. Special theoretical mathematics.
Description: Solid regular version combined by line-version of Semiregular version derived from Truncated icosidodecahedron.
Newer Solids
Project: All Deltahedrons (8) and Catalan solids (13) with all variations (total 24).
Client: Illustrative use and model use by PSL. PSL offers collaboration for variety of purposes. The use is similar to the ancient solids. So far these have been applied in all sorts of arts, architecture, engineering, domes, design, sculptures, mapmaking, mathematics, geometry, physics, space technology, universe theories, religious theories, to name most of them.
Description: Precise models include vertices, edges and solids. 3D-AutoCAD models with either 1:100 000 000 or 1:1 000 000 000 -unit accuracy. Modelled with scientific formula. General view with same radius and with two solids with chiral quality. Central model includes Ancient and newer solids and 160 hours editing time with 60 solids as Xrefs, including 20 000 lines, 2000 texts, 2000 coordinates, 5000 points and 900 layers. Model size is 0.8 Mb Central file with 3 Mb of 60 Xref-solids. Mathematical calculations with 160 pages are checked to be correct in reference to the models and the formulas related are based on wiki-pages. Calculated and modelled information in total is more precise and practically useable than in Wikipedia. More about the project in Kirjoitettua (Written) -column.
Newer Solids Intersected
Project: Solids intersected
Client: Intersection of the volumes can be used by PSL for various artistic concepts.
Description: Research project about combination of Deltahedrons and Catalan solids. Special mathematical theory with explosive outlook.
Regular Tetrahedron
Project: D 1. Regular tetrahedron / Deltahedron solids (1-8), P1
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 4 faces, triangles.
Triangular Bipyramid
Project: D 2. Triangular bipyramid / Deltahedron solids (1-8)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 6 faces, triangles.
Regular Octahedron
Project: D 3. Regular octahedron / Deltahedron solids (1-8), P 3
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 8 faces, triangles.
Pentagonal Bipyramid
Project: D 4. Pentagonal bipyramid / Deltahedron solids (1-8)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 10 faces, triangles.
Gyroelongated Square Bipyramid
Project: D 5. Gyroelongated square bipyramid / Deltahedron solids, (1-8)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 16 faces, triangles.
Regular Icosahedron
Project: D 6. Regular icosahedron / Deltahedron solids (1-8), P 5
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 16 faces, triangles.
Triaugmented Triangular Prism
Project: D 7. Triaugmented triangular prism / Deltahedron solids (1-8)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 14 faces, triangles.
Snub Disphenoid
Project: D 8. Snub disphenoid / Deltahedron solids (1-8)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 12 faces, triangles.
Triakis Tetrahedron
Project: C 1. Triakis tetrahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 12 faces, triangles.
Rhombic Dodecahedron
Project: C 2. Rhombic dodecahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 12 faces, rhombis.
Triakis octahedron
Project: C 3. Triakis octahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 24 faces, triangles.
Tetrakis Hexahedron
Project: C 4. Tetrakis hexahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 24 faces, triangles.
Deltoidal Icositetrahedron
Project: C 5. Deltoidal icositetrahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 24 faces, kites.
Disdyakis Dodecahedron
Project: C 6. Disdyakis dodecahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 48 faces, triangles.
Pentagonal Icositetrahedron
Project: C 7. Pentagonal icositetrahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 24 faces, irregular pentagons.
Rhombic Triacontahedron
Project: C 8. Rhombic triacontahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 30 faces, rhombis.
Triakis Icosahedron
Project: C 9. Triakis icosahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 60 faces, triangles.
Pentakis Dodecahedron
Project: C 10. Pentakis dodecahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 60 faces, triangles.
Deltoidal Hexecontahedron
Project: C 11. Deltoidal hexecontahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 60 faces, kites.
Disdyakis Triacontahedron
Project: C 12. Disdyakis triacontahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL. Satellite mapping coordinate -system experiment by PSA based on general experiments in mapping. General theory of creation of geodesic spheres.
Description: Geometric form as model, 120 faces, triangles.
Pentagonal Hexecontahedron
Project: C 13. Pentagonal hexecontahedron / Catalan solids (1-13)
Client: Illustrative use and model use by PSL.
Description: Geometric form as model, 60 faces, pentagonals. Creating this solid with AutoCAD requires primary professional modelling skills and secondary combination of exact P 4, P 5 and A 13 models and elementary level college mathematics. It is difficult, as there are no definite solutions or as precise model as by PSL published anywhere in the internet.
Disdyakis Triacontahedron in mapping
Project: Disdyakis triacontahedron applied on PSA Poutvaara Globe
Client: Illustrative use and model use by PSL and PSA.
Description: Geometric form as triangular coordinate system.
Disdyakis Triacontahedron in mapping
Project: 15 Great Circles of Disdyakis triacontahedron applied on PSA Poutvaara Globe also with traditional 5 degree interval grid.
Client: Illustrative use and model use by PSL and PSA.
Description: Geometric form applied on sphere.
Disdyakis Triacontahedron in mapping
Project: 15 Great Circles of Disdyakis triacontahedron applied on PSA Poutvaara Globe with traditional 5 degree interval grid.
Client: Illustrative use and model use by PSL and PSA.
Description: Geometric form applied to sphere as a coordinate system.
Great Circles in mapping
Project: 25 Great Circles in comparison to the current coordinate system.
Client: Illustrative use and model use by PSL and PSA.
Description: Polyhedron derived formula of Great circles applied to PSA Poutvaara Globe.
Great Circles in mapping
Project: 31 Great Circles in comparison to the current coordinate system.
Client: Illustrative use and model use by PSL and PSA.
Description: Polyhedron derived formula of Great circles applied to PSA Poutvaara Globe.
Prince Rupert´s Cube
Project: 3D-model of the old theorem.
Client: Model use by PSL and Illustrative use by PPS.
Description: Prince Rupert´s cube theorem: the largest cube that can pass through a hole cut through a unit cube without splitting the mass into several pieces.
Regular Dodecahedron -sculpture
Project: Digital 3D AutoCAD model of a welded steel sculpture.
Client: Model use by PSL and Design Bureau Poutvaara for realization of artwork sculpture for art market or for public artwork. Manufactured by an order. Unit price negotiable. Production quantity is estimated one or five.
Description: Precise plan for an artwork about Regular Dodecahedron as 1.2 m diameter frame made of welded and finished steel. The artwork weights about 3.6 kg. It can be hung by a steel wire or placed on a floor or a pedestal. Material would need extra processing for outdoor placement.
Regular Icosahedron -sculpture
Project: Digital 3D AutoCAD model of a welded steel sculpture.
Client: Model use by PSL and Design Bureau Poutvaara for realization of artwork sculpture for art market or for public artwork. Manufactured by an order. Unit price negotiable. Production quantity is estimated one or five.
Description: Precise plan for an artwork about Regular Icosahedron as 1.2 m diameter frame made of welded and finished steel. The artwork weights about 5.3 kg. It can be hung by a steel wire or placed on a floor or a pedestal. Material would need extra processing for outdoor placement.
Truncated Icosahedron -sculpture
Project: Digital 3D AutoCAD model of a welded steel sculpture.
Client: Model use by PSL and Design Bureau Poutvaara for realization of artwork sculpture for art market or for public artwork. Manufactured by an order. Unit price negotiable. Production quantity is estimated one or five.
Description: Precise plan for an artwork about Truncated Icosahedron as 1.2 m diameter frame made of welded and finished steel. The artwork weights about 6.1 kg. It can be hung by a steel wire or placed on a floor or a pedestal. Material would need extra processing for possible outdoor placement.
