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Lowest Common Frequency: b2 + bc + c2
This paper will focus on the determination of the lowest common frequency of a Class I geodesic geometry, any type, any method necessary to find a given polyhedron subdivision of Class II or Class III. Several examples will be given of the [3,5]b,c polyhedra along with tables giving their chord factors. A table of ηn values is also given for the series of polyhedra illustrated.
Lowest Common Frequency: b2 + bc + c2
This paper will focus on the determination of the lowest common frequency of a Class I geodesic geometry, any type, any method necessary to find a given polyhedron subdivision of Class II or Class III. Several examples will be given of the [3,5]b,c polyhedra along with tables giving their chord factors. A table of ηn values is also given for the series of polyhedra illustrated.
Lowest Common Frequency: b2 + bc + c2
Clinton, Joseph D. (author)
International Journal of Space Structures ; 5 ; 213-222
1990-09-01
10 pages
Article (Journal)
Electronic Resource
English
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