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Interpolation with ▫$C^2$▫ quartic macro-elements based on ▫$10$▫-splitsGrošelj, Jan, 1988- ; Knez, Marjetka, 1978-V članku so predlagane interpolacijske metode za konstrukcijo zlepkov stopnje 4 nad triangulacijami, v katerih je vsak trikotnik razdeljen na 10 manjših delov. Obravnavi ▫$C^2$▫ makro-strukture ... zlepkov nad enim samim trikotnikom s pomočjo Bernstein-Bézierjeve reprezentacije sledi izpeljava treh metod, ki jih je mogoče uporabiti nad splošnimi triangulacijami. Zasnovane so na principu Hermitove interpolacije s podatki, predpisanimi v točkah in (opcijsko) na stranicah triangulacije. Prvi dve metodi vodita k zlepkom, ki so ▫$C^2$▫ nad posameznimi trikotniki in ▫$C^1$▫ čez stranice triangulacije. Tretja metoda zagotavlja globalne ▫$C^2$▫ zlepke, kar je za stopnjo 4 posebej visok red gladkosti, a zahteva reševanje globalnega sistema linearnih enačb. Izpeljani rezultati so pospremljeni z numeričnimi primeri, ki prikazujejo zanimivo obnašanje zlepkov v odvisnosti od interpolacijskih podatkov.Source: Journal of computational and applied mathematics. - ISSN 0377-0427 (Vol. 362, Dec. 2019, str. 143-160)Type of material - article, component part ; adult, seriousPublish date - 2019Language - englishCOBISS.SI-ID - 18846809
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source: Journal of computational and applied mathematics. - ISSN 0377-0427 (Vol. 362, Dec. 2019, str. 143-160)
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Database name | Field | Year |
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Grošelj, Jan, 1988- | 38589 |
Knez, Marjetka, 1978- | 23467 |
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