Grassmann Algebra and Graphic Statics (CROSBI ID 682999)
Prilog sa skupa u zborniku | izvorni znanstveni rad | domaća recenzija
Podaci o odgovornosti
Kodrnja, Iva ; Baniček, Maja ; Fresl, Krešimir
engleski
Grassmann Algebra and Graphic Statics
The advantage of Grassmann algebra when translating basic geometric operations (meet and join) of incidence geometry into algebraic expressions, which can easily be translated into a programme code, is presented in this paper. The procedures for static equivalence and finding equilibrating forces to a given force system can be carried out by methods of graphic statics, i.e. by using only basic geometrical operations of incidence geometry. Therefore, making use of the possibility of translating procedures of graphic statics into a program code, and using the power of today's computer-aided design (CAD) tools, a computer program has been developed, and some examples of the mentioned procedures are provided.
Grassmann algebra, Plucker line coordinates, 3D graphic statics, static equivalence, equilibrating forces
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Podaci o prilogu
303-323.
2019.
objavljeno
10.5592/CO/FTCE.2019.14
Podaci o matičnoj publikaciji
Future Trends in Civil Engineering
Mandić Ivanković, Ana ; Lakušić, Stjepa
Zagreb: Građevinski fakultet Sveučilišta u Zagrebu
978-953-8168-36-9
Podaci o skupu
Future Trends in Civil Engineering
predavanje
17.10.2019-17.10.2019
Zagreb, Hrvatska