COMPUTER AIDED CURVE AND SURFACE GENERATION IN RELATIVISTIC GEOMETRY OF HARMONIC EQUIVALENTS

Marko Jovanovic, Marko Vucic, Milena Stavric, Radovan Stulic

Publikation: Beitrag in Buch/Bericht/KonferenzbandBeitrag in einem KonferenzbandBegutachtung

Abstract

Contemporary architectural designs strive towards a more integrated approach between
multiple areas of expertise including functionality, performance, fabrication process, exploitation
period and mostly the aesthetical appearance through form’s geometrical genesis and its
representation. In order to better respond to the dualities of performative necessities and aesthetical
appealing designs, complex, even freeform surfaces are mostly introduced as a result. However, the
necessary step is also the fabrication process which imposes geometrical approximations and
surface rationalizations in order to optimize the ratio between cost and efficiency.
In this paper, we explore various geometric form designs on the foundation of geometric
transformations presented in the “Relativistic Geometry of Harmonic Equivalents” by Professor
Lazar Dovnikovic, through a novel workflow and algorithmic representation of the theory. We
utilize a software package for generating the desired geometry and its transformed equivalents and
a parametric approach to vary the solution according to user defined necessities. Resulting
solutions are used as a guideline and inspiration for the future design phase.
Originalspracheenglisch
TitelProceedings: The 5th International Scientific Conference on Geometry and Graphics
UntertitelmoNGeometrija 2016
ErscheinungsortBelgrad
ISBN (elektronisch)978-86-7466-614-2 (AM)
PublikationsstatusVeröffentlicht - 26 Juni 2016
Veranstaltung5th ICGG moNGeometrija 2016 - Faculty of Architecture, Belgrade, Serbia, Serbien
Dauer: 23 Juni 201626 Juni 2016

Konferenz

Konferenz5th ICGG moNGeometrija 2016
Land/GebietSerbien
OrtBelgrade, Serbia
Zeitraum23/06/1626/06/16

Fingerprint

Untersuchen Sie die Forschungsthemen von „COMPUTER AIDED CURVE AND SURFACE GENERATION IN RELATIVISTIC GEOMETRY OF HARMONIC EQUIVALENTS“. Zusammen bilden sie einen einzigartigen Fingerprint.

Dieses zitieren