调和Bézier曲面间的连续性条件
研究了两个双n次调和Bézier曲面在其公共边界上C~1连续时,其控制顶点之间的关系.结果表明,当两个双n次调和Bézier曲面在公共边界上满足C~r(r≥1)连续性条件时,两个双n次调和Bézier曲面片来自于同一张曲面.
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| Veröffentlicht in: | 中国科学技术大学学报 2015 (11), p.906-910 |
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| container_title | 中国科学技术大学学报 |
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| creator | 倪倩 王旭辉 |
| description | 研究了两个双n次调和Bézier曲面在其公共边界上C~1连续时,其控制顶点之间的关系.结果表明,当两个双n次调和Bézier曲面在公共边界上满足C~r(r≥1)连续性条件时,两个双n次调和Bézier曲面片来自于同一张曲面. |
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| fulltext | fulltext |
| identifier | ISSN: 0253-2778 |
| ispartof | 中国科学技术大学学报, 2015 (11), p.906-910 |
| issn | 0253-2778 |
| language | chi |
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| source | EZB Electronic Journals Library |
| subjects | 调和Bézier曲面 连续性条件 控制点 |
| title | 调和Bézier曲面间的连续性条件 |
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