-
XSI图形驱动的例子 XSI图形驱动的例子
XSI图形驱动的例子 XSI图形驱动的例子 -Examples of XSI graphics driver graphics driver XSI example XSI examples of XSI graphics driver graphics driver examples
- 2022-03-20 05:58:57下载
- 积分:1
-
颜色空间转换代码,ycbcr对rgb的转换verilog代码.YCBCR的格式是ITU601格式....
颜色空间转换代码,ycbcr对rgb的转换verilog代码.YCBCR的格式是ITU601格式.-color space conversion code, RS right rgb conversion Verilog code. YCBCR format is ITU601 format.
- 2022-06-13 03:09:55下载
- 积分:1
-
VC++的信息波形显示程序,输入波形后,可以设置不同的编辑类型:NRZ法编码、单极归零码、双级非归零、双极归零码、AMI法编码、HDB3编码法等,并根据这些设置...
VC++的信息波形显示程序,输入波形后,可以设置不同的编辑类型:NRZ法编码、单极归零码、双级非归零、双极归零码、AMI法编码、HDB3编码法等,并根据这些设置选项生成波形图,软件界面友好,像是很专业的软件,如上图示。
-VC++ waveform display program information, input waveform, you can set different types of editors: NRZ encoding method, unipolar NRZ, dual-stage non-zero, bipolar NRZ, AMI law coding, HDB3 encoding method, etc. and, based on these settings option to generate a waveform diagram, the software user-friendly, such as very professional software icons above.
- 2023-06-17 21:15:03下载
- 积分:1
-
GDI+是对GDI的一个令人兴奋的扩展,但由于某些原因,它没有提供绘制圆角矩形的函数,虽然我们可以在GDI+中使用GDI中的函数,但这样一来我们没办法在圆角矩形...
GDI+是对GDI的一个令人兴奋的扩展,但由于某些原因,它没有提供绘制圆角矩形的函数,虽然我们可以在GDI+中使用GDI中的函数,但这样一来我们没办法在圆角矩形中使用GDI+中的纹理和透明色等新特性。怎么办?GDI+中有一个GraphicsPath 的类,我们可以用它构造各种形状并且可用任何画刷来填充这些形状。本源码中提供了一个可以加到任何工程中的函数,并用它来绘制了一个圆角矩形,矩形的远郊程度可以通过一个滑动条来设置-GDI GDIGDI How? GDI is a GraphicsPath the category, we can use it for all sorts of shapes and structures available to any brush painting to fill these forms. The source provided a project can be added to any of the functions, and use it to draw a rectangular fillet, rectangular extent of the suburbs of the city through a sliding strip to set up
- 2022-05-17 07:54:37下载
- 积分:1
-
AffineTransformation computes and applies the geometric affine transformation to...
AffineTransformation computes and applies the geometric affine transformation to a 2-D image.
The program main functions are:
- Load Image: Load the image to be transformed.
- Transform Image: Computes the transformation matrix from the transformation parameters specified by the user, then it applies the transformation to the loaded image.
- Save Image: Save the transformed image.
- Quit: Exit the program.
The transformation parameters are specified by the user by editing the
values of the rotation, scale (x and y), and shear (x and y). The
translation is not icluded because it can be easily (normalized or) removed from the image by
subtracting the shape cetroid.
The affine matrix and the affinr transformation are computed using Matlab Image Processing Toolbox
functions: maketform and imtransform. So this program is only demonstrates and facilitates the computation and the applying of these functions to a 2-D image.
- 2022-01-30 20:17:04下载
- 积分:1
-
棒_用GDI+画漂亮的窗体字
很不错,使用Msimg32.dll 这个库
棒_用GDI+画漂亮的窗体字
很不错,使用Msimg32.dll 这个库-Rod _ with the GDI+ painting beautiful word form
- 2022-03-03 22:59:07下载
- 积分:1
-
vtk任意平面二维图像裁切
vtk任意平面二维图像裁切,不错的程序, MFC编写
- 2022-03-30 11:01:27下载
- 积分:1
-
jfreechart 一个很著名的用java画饼状图、曲线图等多种图形的工具包...
jfreechart 一个很著名的用java画饼状图、曲线图等多种图形的工具包-jfreechart a very famous painting using java Caky maps, curves and other graphical tool kit
- 2022-06-26 04:04:18下载
- 积分:1
-
我们要创建我们的第一个3D对象:立方体。为了要显示它是真正的3D对象,呵呵,我们要旋转它,这样,你将会看到它的各个面。记住:所有的3D对象都是由三角形构成的(译...
我们要创建我们的第一个3D对象:立方体。为了要显示它是真正的3D对象,呵呵,我们要旋转它,这样,你将会看到它的各个面。记住:所有的3D对象都是由三角形构成的(译者:神奇的三角形啊…读者:又来了),所以,我们的立方体是由12个三角形构成的(6个面,每个面需要2个三角形,二六一十二,乘法口诀,会不?)。-we must establish our first 3D objects : cube. To show that i s true 3D objects, huh, we should rotating it, then you will see all its surface. Remember : All 3D objects are constituted by the triangle (Translator : magic triangle ah ... Readers : Here we go again), so we are the cube 12 by the triangular composition (six surface, each side needs two triangles, Erliuyishier, multiplication traditional formulas, will not?) .
- 2023-02-19 17:15:03下载
- 积分:1
-
This is what I recently wrote a dictionary code encoding and decoding algorithm...
这是我最近写的字典码的编码和解码算法,可以使用的-This is what I recently wrote a dictionary code encoding and decoding algorithm can be used
- 2022-03-26 17:15:14下载
- 积分:1