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- bivariate quintic splines 二元五次样条
- Abstract: A algorithm to reconstruct the corner with quintic spline curves was proposed for improving cutter's motion stability and transition velocity. 摘要为提高裁刀拐角过渡速度及获得良好的运动平稳性，提出五次样条曲线拐角重构算法。
- The results indicate that the reconstructed quintic spline curve can ensure the cutter transit well for corner contour, and that the cutting performance is superior to that of the quadratic one. 同时也重构了一条四次样条曲线与五次样条曲线作对比分析，结果表明，五次曲线能使裁刀获得良好的且较四次曲线优越的轮廓拐角加工性能。
- Bounds for Interpolation Operator Norm of A Class of Periodic Quintic Splines 一类五次周期样条插值算子模的界
- Keywords CNC Cubic spline interpolation Quintic spline interpolation; 三次样条插补;五次样条插补;
- Keywords quintic spline interpolation;quadric continuous jerk;interpolation algorithm;high speed machining; 五次样条插补;二阶连续加加速度;插补算法;高速加工;
- Keywords leather cutting;corner reconstruction;quintic spline curve;motion stability; 皮革裁剪;拐角重构;五次样条曲线;运动平稳性;
- quintic splines 五次样条函数
- quintic spline curve 五次样条曲线
- quintic spline interpolation 五次样条插补
- The mechanical background of the bivariate spline space of degree 2 and smoothness 1 on rectangular partition was presented constructively. 摘要构造性地给出了矩形剖分上分片2次一阶光滑的二元样条空间的力学背景。
- In this treatise, we emphasize first-order splines. 在这一处理中，我们强调一级样条。
- Describes cardinal splines and how to draw them. 描述基数样条以及如何绘制基数样条。
- Shows how to draw Cardinal and Bezier splines. 演示如何绘制基数样条和贝塞尔样条。
- Quadratic splines need at least 3 points. 二次曲线样条至少需要3个点。
- Cubic splines need at least 5 points. 三次曲线样条至少需要 5 个点。
- Pick the splines you wish to union. 选择你想合并的曲线。
- Bezier splines need 4 points for each segment. 贝塞尔曲线样条每段需要4个点。
- Bezier splines need 3 points for each segment. 贝塞尔曲线样条每段需要 3 个点。
- Beveling the splines makes nice round edges. 倒角使漂亮的曲线轮边缘。
