1.
Research About 3DGIS Texture Coordinates Data Management
三维GIS纹理坐标数据管理方法的研究
2.
The code above is the same as the square we set up in the last lesson; but with the added texture coordinates.
上面的代码和上节课设置多边形的代码很相似，但添加了纹理坐标。
3.
For instance, the texture coordinates automatically scale the image to the area we' ve defined by the geometry.
例如，纹理坐标自动缩放图片以适应我们的几何定义。
4.
First, let's start off by just transforming the plane vertices into clip space and setting their texture co-ordinates.
首先，让我们将经过变换处理的平面顶点放入到裁剪空间里，然后设置其的纹理坐标。
5.
With DirectX 8, different vertex components can come from different sources; for example, one vertex buffer could hold positions and normals, while a second held color values and texture coordinates.
举个例子，一个顶点缓存可能保存位置和法向而另一个保存颜色和纹理坐标。
6.
Barycentric Coordinate Mapping and Its Application in Uniform Texture Mapping
质心坐标变换及其在纹理映射均匀化中的应用
7.
You can adjust that by adjusting the texture coordinates.
你可以通过调整纹理的坐标来调整这些。
8.
Its worth noting that whatever coordinates you choose, the texture will be warped to fit your polygon.
无论你的坐标是如何选择的，纹理都会变形以符合多边形的形状。
9.
Robust feature extraction arithmetic based on parametrical log-polar transformation for texture image
细化参数的对数极坐标变换图像纹理特征提取算法
10.
In this paper, we incorporate Fourier transform with Log-Polar transform to achieve rotation invariant texture analysis.
通过将对数极坐标和傅立叶变换结合,完成旋转不变的傅立叶纹理特征提取。
11.
areal coordinates
重心坐标, 面坐标
12.
Choice of Model on GPS-Coordinates Transformation to Local Coordinates
GPS坐标向地方坐标转换模型的合理选择
13.
Research on a Method of the Coordinates Fusion Based on the Geometry Relation
几何关系的目标信息分坐标处理原理
14.
The Program and Messurement of the Cumulate Errors of Screw Distance
三坐标测量机对螺纹丝杠螺距累积误差的测量及编程
15.
CNC Manufacturing functions:2- cordinate and2- axis combined movement, can manufacture external circular, curve neck, ball head, metric/ inch thread， taper thread and so on.
数控加工功能：两坐标两轴联动外圆、颈、头、/英制螺纹、螺纹等金属、料、料工件加工等。
16.
To mark or decorate with veins.
用脉络或纹理标记或装饰
17.
Dim targets detection method based on local texture analysis
基于局部纹理分析的小目标检测方法
18.
Our studies show that the Cartesian coordinate offers more perfect description than the spherical polar one does.
本文还表明,笛卡儿坐标比球坐标能提供更多的物理内容。