Define the term Bezier Basis Function and surface patch
Define the term Bezier Basis Function and surface patch?
Expert
Bezier Basis functions are defined as a set of polynomials, that can utilized as an alternative of the primitive polynomial basis, and also comprises a few useful properties for interactive curve design.
Single surface element can be defined as a surface traced out of 2 parameters (u, v) which take all probable values between 0 and 1 in a 2 parameter representation such as single surface element is known as a surface patch.
What are the merits of introducing the matrix form of translation? Explain briefly?
Illustrate the meaning of simulation? Write down its uses? Also describe the merits.
Explain the key frame systems in short.
What is the procedure to handle non-coplanar vertices?
Write down the applications of computer animation?
What are the applications of computer graphics?
Specify the merits and demerits of the DVST?
Explain the several representation schemes that is used within the three dimensional objects?
Explain clipping? Also describe the term covering or exterior clipping?
Explain Raster scan systems?
18,76,764
1930026 Asked
3,689
Active Tutors
1419453
Questions Answered
Start Excelling in your courses, Ask an Expert and get answers for your homework and assignments!!