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Passive Computer Animations:
That has no option for users to utilize computer graphics today is mostly interactive for example: movies. Frame animation is non-interactive animation and is usually utilized in generating Cartoon movies. It is an "internal" animation method that is animation inside a rectangular frame. This is as same to cartoon movies: a sequence of frames which follow all at a fast rate, fast sufficient to convey fluent motion. This is usually pre-compiled and non-interactive. The frame is usually rectangular and non-transparent. Frame animation along with transparency information is also known to as "cel" animation. In usual animation, a cel is a sheet of transparent acetate on that a single object or character is drawn.
Gourand shading OR Intensity interpolation scheme Now there polygon is rendered through linearly interpolating intensity values across the surface. Intensity values for all po
Rigid body or Non-Rigid body Transformations 2D transformations can be classified as rigid body or non-rigid body transformations. Rigid body transformations keep the shape and
Important Points about the Curve segment - properties of bezier curves Note : if P (u) → = Bezier curve of sequence n and Q (u) → Bezier curve of sequence m. After that Co
Adavantage and disadvantages of DDA and Bresenhams line drawing algorithm
Local Illumination Model - Polygon Rendering In this only light that is directly reflected by a light source through a surface to our eyes is observed. No explanation is taken
Definitions of Hypermedia It is a term created through Ted Nelson in the year 1970. It utilized as a logical extension of the term hypertext, wherein graphics, video, audi
Multimedia Applications: The term itself clarifies; this is a combination of various Medias of communication as text, graphic, audio and so on. Currently this field of multimedia i
Polygon -Rendering Methods Now we will see the application of an illumination model to execute the rendering of standard graphics objects that are formed along with polygonal
Proof of subsequent properties of Bezier curves Note: Proof of subsequent properties of Bezier curves is left as a work out for the students P' (0) = n (p 1 - p 0 ) P
Functioning of hardcopy devices and Output primitives 1. Functioning of hardcopy devices-laser printers and dot matrix printers, plotters. 2. Output primitives: Graphics
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