资源列表
Project1
- 用VB编写的多项式拟合程序 Public Function funPolynomial(Num As Long, x() As Single, y() As Single, Degree As Integer, AA() As Single) As Long 多项式曲线拟合 y=a0+a1*x+a2*x^2+an*x^n Num为输入数据点个数 x()为输入数据点横坐标组成的数组 y()为输入数据点纵坐标组成的数组 Degree为要拟合的多项式曲线次数 A
Project2
- 对数曲线拟合 Public Function funLogarithm(Num As Long, x() As Single, y() As Single, a As Single, b As Single) As Long 对数曲线拟合,y=a*ln(x)+b Num为输入数据点个数 x()为输入数据点横坐标组成的数组 y()为输入数据点纵坐标组成的数组 a，b为待求系数，为输出项 -failed to translate
Project3
- 指数曲线拟合 Public Function funExponent(Num As Long, x() As Single, y() As Single, a As Single, b As Single) As Long 指数曲线拟合,y=a*exp(b*x) Num为输入数据点个数 x()为输入数据点横坐标组成的数组 y()为输入数据点纵坐标组成的数组 a，b为待求系数，为输出项 -failed to translate
Project4
- 乘幂曲线拟合 Public Function funPower(Num As Long, x() As Single, y() As Single, a As Single, b As Single) As Long 乘幂曲线拟合,y=a*(x^b) Num为输入数据点个数 x()为输入数据点横坐标组成的数组 y()为输入数据点纵坐标组成的数组 a，b为待求系数，为输出项-failed to translate
computer
- 一般测量需要多次观测，该程序统计对每个点各次观测的平均值及精度等信息，摆脱了以往采用EXCEL对每个点统计的痛苦！（附有实例）-General measurements require a number of observation, the program statistics for each point the average of the various observations and the accuracy of such information, from the past us
GAUSS
- 给出两个点的BLH，以这两个点给一条边，以给定长度为宽，求定矩形另外两个点的BLH。 里面应用到了高斯投影的运算，及DLL控件的调用等。-Are given two points BLH, one of these two points, to edge to a given length of wide rectangular order to set the other two points of BLH. Which applied to the Gauss projection op
FD
- 本程序求解第一类边界条件下无源矩形金属槽电位分布。-The procedure for solving the first boundary condition of passive rectangular metal trough potential distribution.
EFIE
- 本程序用于电场积分方程求解圆柱散射，为矩量法重要的基本程序。-This procedure for the electric field integral equation cylindrical scattering, Method of Moments important for the basic procedures.
MFIE
- 本程序用于磁场积分方程求解圆柱的电磁散射问题。-This procedure for the cylindrical magnetic field integral equations of electromagnetic scattering problems.
xhZJ
- 循环褶积程序，用来做循环褶积，可以参考做线性褶积-Cyclic convolution procedure, used for circulation convolution, linear convolution can refer to do ... ...
fft
- this fft header file for fast fourier transform. with this file, you can compute frequency spectrum zero to tow pi.-this is fft header file for fast fourier transform. with this file, you can compute frequency spectrum zero to tow pi.
3dpicture
- 在c++以及opengl的环境下，将给定的数据画成图形，并可以对图像进行旋转平移变换等功能。-Opengl in c++, as well as the environment, given the data painted graphics, and can rotate the image translation transformation functions.