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Interpolacijske krivulje in ploskve z lokalno kontrolo : magistrsko delo
Klojčnik, Tomaž
Magistrska naloga opisuje več interpolacijskih metod za določanje krivulj in polskev, ki so osnovni elementi v računalniško podprtem geometrijskem modeliranju. Vhodni podatki so največkrat ...interpolacijske točke, vrednosti parametra in tangentni vektorji. Skupno vsem metodam je, da imajo lokalno kontrolo, kar pomeni, da sprememba vhodnega parametra ne spremeni krivulje ali ploskve v celoti, ampak le v okolici tega podatka. Metode smo medsebojno in vizualno primerjali. Analizirali smo vpliv spremembe vhodnih podatkov na obliko poteka krivulje. Podali smo več izračunov enakosti različnih metod. Ocenili smo uporabnost posamezne metode v odvisnosti od zahtev aplikacije. Omenili smo nerešene probleme in dodali predloge za nadaljne delo. Algoritmi omenjenih interpolacijskih metod so vključeni v dva ločena programska paketa, ki se uporabljata za primerjavo metod in kot učni pripomoček.
Type of material - master's thesis
Publication and manufacture - Maribor : [s.n.], 1992
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