1) trigonometric spline wavelet on the interval
区间三角样条小波
2) trigonometric spline wavelet
三角样条小波
1.
Trigonometric spline wavelet, being adaptive to processing fault signals of electric power systems, is presented［1］, and it is a symmetrical and semiorthogonal wavelet.
三角样条小波(TSW)是作者首先提出适合电力系统信号处理的小波函数,它是对称的半正交小波。
2.
This paper presents a new kind of trigonometric spline wavelets on the interval on the basis of tirgonometric spline functions.
首先给出了三角样条函数及其性质,然后在此基础上给出了一种构造三角样条小波的新方法。
3) B-Spline wavelet on the interval
区间B样条小波
1.
A study of the construction of wavelet-based plane elastomechanics and mindlin plate elements using B-spline wavelet on the interval;
区间B样条小波平面弹性及Mindlin板单元构造研究
2.
The scaling functions of B-spline wavelet on the interval(BSWI)were employed to construct the shape functions of finite element.
利用区间B样条小波的尺度函数作为有限元插值函数,从轴对称壳的能量泛函出发,由变分原理导出了单元刚度矩阵和载荷列阵,构造了区间B样条小波薄壳截锥单元。
3.
Based on two-dimensional tensor product B-spline wavelet on the interval (BSWI) and wavelet finite element method (WFEM), a finite element method (FEM) of BSWI is investigated to solve the static and vibration problems of thin plates.
基于二维张量积区间B样条小波及小波有限元理论,研究了用于薄板静动力学分析的区间B样条小波有限元法。
4) interval spline wavelet
区间样条小波
1.
The numericl solution of Burgers equation on improving algorithm of interval spline wavelet interpolation with special points;
用改进的区间样条小波配点法求解Burgers方程
6) Cubic B-spline wavelet
三次B样条小波
补充资料：三角胶条
分子式：
CAS号：
性质：指贴在钢丝圈上、断面多为三角形的胶条。又称三角胶芯、填充胶条，胶芯。赋予胎圈形状、体积和稳定性。
CAS号：
性质：指贴在钢丝圈上、断面多为三角形的胶条。又称三角胶芯、填充胶条，胶芯。赋予胎圈形状、体积和稳定性。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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