1) triangle perpendicular interpolative method
三角垂足插值法
1.
Based on the principle of color temperature,four typical algorithms were studied for calculating correlated color temperature(CCT),triangle perpendicular interpolative method,plank locus Chebyshev method,plank locus arc simulating method,and McCamy′s approximate formula.
基于色温的基本理论,对三角垂足插值法、黑体轨迹的Chebyshev法、模拟黑体轨迹弧线法和M cCam y近似公式法等四种相关色温计算方法进行了比较分析。
2) method of trigonometric inter-polation
三角插值法
3) pedal triangle
垂足三角形
1.
This paper gives a formula of directed area for pedal triangles.
给出垂足三角形有向面积公式 ,并利用该公式获得垂足三角形的若干新结果和著名的西姆松定理 。
4) surveying technology of trigonomentrical interpolation
小三角插值法
1.
Applying the Mathematica Software,surveying technology of trigonomentrical interpolation,surface fitting and the combination of unavailable sailing courses,we obtain a picture about available sailing area in estuary,with which the risk levels are shown.
充分运用M athem atica数学软件,通过小三角插值法、曲面拟合及不可航行线组合,最终得到一幅可知危险度的港湾可航行区域图。
5) trigonometric interpolation
三角插值
1.
Approximation by bivariate trigonometric interpolation polynomials;
关于二元函数的三角插值逼近
2.
On a linear summation problem of trigonometric interpolation sequences of one component;
一元三角插值序列的线性求和问题
3.
Approximation of Jackson trigonometric interpolation polynomials in the H~α space;
Jackson三角插值在H~α空间的逼近
补充资料：垂足
1.见"垂线足"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条