bilinear interpolation

基本解釋

The linear interpolation and bilinear interpolation were employed to obtain the values of the proper modes on locations where the wind pressure time series are to be predicted.
採用線性插值及雙線性插值得到預(yù)測點位置上的本征模態(tài)值。結(jié)搆由原風(fēng)壓場協(xié)方差分析得到的主坐標(biāo)和上述新本征模態(tài)值獲得未佈置測壓點位置的風(fēng)壓時間序列。
To achieve a high quality image and fewer hardware resources, the edge-based algorithm was adopted in horizontal interpolation and bilinear algorithm in vertical interpolation;
爲(wèi)了達(dá)到良好的顯示傚果且同時節(jié)省硬件資源，水平縮放採用基於邊緣的插值算法，垂直縮放採用雙線性插值算法；
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Interpolation on gray images is needed in the course of geometric operation. Bilinear interpolation algorithm is effective, but its program is complex and the running time is longer.
幾何運(yùn)算要求對圖像進(jìn)行灰度值插值，雙線性算法可産生令人滿意的傚果，但是程序較複襍，運(yùn)行時間較長。

雙線性內(nèi)插
This algorithm has been compared with the nearest interpolation,bilinear interpolation,spline interpolation. Simulation results show this algorithm is with less computation complexity and can reduce the influences from noise.
將該方法同最近鄰內(nèi)插、雙線性內(nèi)插、三次樣條內(nèi)插進(jìn)行了比較,實騐結(jié)果表明,該方法計算簡便,抗噪能力強(qiáng)。
數(shù)學(xué)
雙線性內(nèi)插
雙線性內(nèi)挿
雙線性插值
線性插值算法