资源列表
Ex_HelloMFC
- 编译了一个简单的计算器,实现最基本的功能,乘除加减-compile a simple calculator, to achieve the most basic functions, multiplication and division Modified
明星集
- 链表主要实现功能是出现人的资料简介和照片-Chain main functions of the emerging information leaflets and photos
OnReadRe
- 详细说明了如何对磁盘的分区进行直接读写,在D7,D200下调试通过-detailed descr iption of how the disk to read and write through direct, D7, debug through D200
文件树列表
- 以树型结构显示出文件以及子目录的程序,运行通过.-a tree structure shown documents and subdirectory, the running through.
画图速度
- 提高vc加载bitmap图片的速度,可以计算出所花费的时间.-raise vc loading speed bitmap images can be calculated by the time it takes.
用窗函数法设计FIR滤波器
- 用矩形窗、三角窗，汉宁窗，海宁窗等多种窗口设计有限长单位脉冲响应滤波器-with rectangular windows, triangular windows, Hanning window, multiple windows Haining window design finite impulse response filter units
用双线性变换法设计IIR滤波器
- 双线性变换法无限长单位脉冲响应滤波器的设计，用到的模拟原型是切比雪夫和巴特沃斯低通滤波器。能够显示滤波器的幅频特性和相频特性曲线-bilinear transform infinite impulse response filter units in the design, use of simulation is a prototype and Chebyshev low-pass Butterworth filter. To demonstrate the filter frequency
用频率采样法设计FIR滤波器
- 有限长脉冲响应滤波器的频率采样设计，能够图形显示滤波器的幅频特性曲线-finite impulse response filter frequency sampling design, graphics filter to the amplitude and frequency characteristic curve
利用FFT和IFFT计算线性卷积
- 利用循环卷积和线性卷积之间的关系，用FFT和IFFT的现有程序实现信号线性卷积快速实现-cyclic and linear convolution convolution of the relationship between FFT and IFFT with the existing procedures of linear convolution signal Fast
快速傅立叶变换FFT及信号的谱分析
- 用快速傅立叶变换FFT实现信号的谱分析，包括FFT程序，谱分析程序和绘图程序-using Fast Fourier Transform FFT spectrum analysis of the signals, including FFT procedures, spectral analysis procedures and drawing program
序列的离散傅立叶变换
- 序列的离散付氏变换（根据定义），含绘图程序，可以看到图形结果-sequence of discrete Fourier transform (by definition), including mapping procedures, we can see the results Graphics
透明对话框
- 怎么样,效果不错吧!稍加修改还可以作出淡出淡入的效果. 注意第三个参数(128)不要取得太小了,为0的话完全透明,你就找不到窗体了! 小小心得,一吐为快.希望对初学者有所帮助.如有不妥,欢迎指正. -how kind, good results! Little changes can be made out of the effect fades. The attention of the third parameter (128) not made too small, 0 compl