Visualizing nonlinear implicit functions (CROSBI ID 591979)
Prilog sa skupa u zborniku | sažetak izlaganja sa skupa | međunarodna recenzija
Podaci o odgovornosti
Kožar, Ivica
engleski
Visualizing nonlinear implicit functions
This paper describes a novel procedure for visualization (contouring) of implicit functions. It is based on a combination of the Newton algorithm and the ‘arc-length’ method. The new procedure has many advantages e.g. alleviates the singularity problem of the Newton algorithm. The resulting points that belong to the function are automatically ordered along the line (it can be difficult to properly connect the points resulting from some other algorithms). In addition, the new algorithm is self- starting and has no problems with multiple domains. The developed contouring procedure can be extended to visualize space surfaces by intersecting them with a number of arbitrary planes. Such a procedure, when parallelised belongs to the ‘embarrassingly parallel algorithms’, i.e. the n-planes intersection problems are solved separately and asynchronously from each other.
implicit functions; contouring problem; arc-length method; space surface visualization; parallel programming
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Podaci o prilogu
61-61.
2012.
objavljeno
Podaci o matičnoj publikaciji
Topping, B.H.V.
Stirling: Civil-Comp Press
978-1-905088-55-3
1759-3433
Podaci o skupu
8th International Conference on Engineering Computational Technology
predavanje
04.09.2012-07.09.2012
Dubrovnik, Hrvatska