Page 47 - DCAP504_Computer Graphics
P. 47

Computer Graphics



                          4.1   Methods-Analog and Digital

                          The process of scan conversion involves altering the picture’s data rate information and then inserting
                          the new picture within appropriate synchronization signals.
                          Two methods for changing a picture’s data rate are as follows:
                          1.  Analog Method: This method is also known as non retentive, memory-less or real time method.
                              For conversion, this method uses a large number of delay cells. This method is mainly used for
                              analog video.
                          2.  Digital Method:  This method is also known as  retentive or buffer method. In this method,  a
                              picture is stored in a line or frame buffer with data rate speed (n1) and read with another data rate
                              speed (n2). To improve the picture quality and to prevent the conversion artifacts, this method
                              uses several picture processing techniques.



                                             In a 120/140Hz analog TV, there is a scan converter circuit which converts the
                                             vertical frequency (refresh rate) from standard 60/70Hz to 120/140Hz to
                                             achieve a low level of flicker which is important in large screen (high inch) TVs.
                          4.2   Line

                          In computer graphics,  a line  refers to a line segment, which is a part of a straight line that extends
                          indefinitely in opposite directions. A line is defined by two endpoints and is represented by the line
                          equation y=mx+b. In the equation y=mx+b, m is the slope and b the intercept of the line.

                                                          Figure 4.1: Defining a Line
























                          In figure 4.1, the two endpoints are described by P 1 (x 1 , y 1 ) and P 2 (x 2 , y 2 ). The line equation describes
                          the coordinates of all the points that lie between the endpoints.



                                      Slope-intercept equation is not suitable for vertical lines.














                          40                      LOVELY PROFESSIONAL UNIVERSITY
   42   43   44   45   46   47   48   49   50   51   52