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Plane equation - spatial orientation of the Surface Element
For some of Plane equation procedures, we have information regarding the spatial orientation of the individual surface elements of the object. Such information is acquired from the vertex coordinates values and the equations which describe the polygon planes. Here we study how we can find out the equation of any plane.
For good understanding of the application of the rules specified above see the following figure, where the shaded region demonstrates the clipped polygon. Fi
Polygon Representation Methods - Modeling and Rendering Any scene to be created by computer graphics may include a variety of objects, a few of them natural and manmade. Hence
Input and Hardcopy Devices This section gives a brief introduction to the functioning of some well known input and hardcopy devices. Input devices include keyboard, mouse, sca
what are the steps involved in 3D transformation
Architecture: One of the purposes for the development of virtual reality (that is in fact a form of computer animation) was which it was going to be very helpful to architects. He
Geometric Continuity There is another notion of continuity called geometric continuity. Although the idea existed in differential geometry, the concept was introduced for geome
What is persistence? The time it takes the emitted light from the screen to decompose one tenth of its original intensity is known as persistence.
what is fixed point scaling? how composit transformation techniques works on it
Plasma Panel - Raster Graphics and Clipping This is an inherent memory device. Images can be written into the surface point by point and they keep stable, without flicked for
Rotation about the origin - 2-d and 3-d transformations Specified a 2-D point P(x,y), which we need to rotate, along with respect to the origin O. The vector OP has a length '
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