Application of sutherland hodgman polygon clipping, Computer Graphics

Assignment Help:

For good understanding of the application of the rules specified above see the following figure, where the shaded region demonstrates the clipped polygon.

801_Application of Sutherland Hodgman Polygon Clipping.png

Figure: Sutherland-Hodgman Polygon Clipping

Pseudo code for Sutherland - Hodgman Algorithm

Define variables

In VertexArray is the array of input polygon vertices

outVerteArray is the array of output polygon vertices

Nin is the number of entries in inVertexArray

Nout is the number of entries in outVertexArray

n is the number of edges of the clip polygon

ClipEdge[x] is the xth edge of clip polygon defined by a pair of vertices

s, p are the start and end point respectively of current polygon edge

i is the intersection point with a clip boundary

j is the vertex loop counter

Define Functions

AddNewVertex(newVertex, Nout, outVertexArray)

: Adds newVertex to outVertexArray and then updates Nout

InsideTest(testVertex, clipEdge[x])

: Checks whether the vertex lies inside the clip edge or not;

  retures         TRUE is inside else returns FALSE

Intersect (first, second, clipEdge[x])

: Clip polygon edge (first, second) against clipEdge[x], outputs the intersection point

{                                        :  begin main

x = 1

while (x ≤ n)                     : Loop through all the n clip edges

{

Nout = 0                            : Flush the outVertexArray

s = inVertexArray[Nin] : Start with the last vertex in inVertexArray

for j = 1 to Nin do             : Loop through Nin number of polygon vertices (edges)

{

p = inVertexArrray[j]

if InsideTest(p, clipEdge[x] = = TRUE then                     : Case A

and D

if InsideTest(s, clipEdge[x] = = TRUE then

AddNewVertex(p, Nout, outVertexArray)                        : Case A

else

i = Intersect(s, p, clipEdge[x])                           :  Case D

AddNewVertex(i, Nout, outVertexArray)

AddNewVertex(p, Nout, outVertexArray)

end if

else      :  i.e. if InsideTest(p, clipEdge[x] = = FALSE

(Cases 2 and 3)

if InsideTest(s, clipEdge[x]) = =TRUE then                     : Case B

{

 Intersect(s, p, clipEdge[x])

AddNewVertex(i, Nout, outVertexArray)

end if                                        : No action for case C

 

s = p                                         : Advance to next pair of vertices j = j + 1

end if                                         :  end {for}

}

x = x + 1                                     : Proceed to the next ClipEdge[x +1]

Nin = Nout

inVertexArray = outVertexArray            :  The output vertex array for the current clip edge becomes the input vertex array for the next clip edge

}                                        : end while

}                                        : end main


Related Discussions:- Application of sutherland hodgman polygon clipping

Jas file formats, JAS: The JAS file formats were implemented to form the s...

JAS: The JAS file formats were implemented to form the smallest possible picture files for 24bits per pixel image and 8 bit per pixel gray scaled pictures. This uses a discrete co

Fixed point scaling, what is fixed point scaling? how composit transformati...

what is fixed point scaling? how composit transformation techniques works on it

Flat panel, help me discuss about flat panel with respect to emissive and n...

help me discuss about flat panel with respect to emissive and non emissive display

Axis of rotation - construction of a solid, Axis of Rotation - Construction...

Axis of Rotation - Construction of a solid with a translational sweep Figure:  (a)                                                                          Figure  (b)

Graphics image processing-image processing, Graphics Image Processing: The...

Graphics Image Processing: The most generally utilized software is: Photoshop. Characteristics: I.          Most general image processing software. II.         Focuses upon

What are the important properties of bezier curve, What are the important p...

What are the important properties of Bezier Curve?  It requires only four control points It always passes by the first and last control points The curve lies enti

Linking, Linking: A hypermedia system and also information in general cont...

Linking: A hypermedia system and also information in general contains different types of relationships among various information parts. Illustrations of typical relationships comp

De casteljeau algorithm - bezier curves, De Casteljeau algorithm: The cont...

De Casteljeau algorithm: The control points P 0 , P 1 , P 2 and P 3 are combined with line segments termed as 'control polygon', even if they are not actually a polygon although

What do you understand by the term branding, Question 1: (a) Explain th...

Question 1: (a) Explain the term ‘Corporate Identity'. (b) Give four examples of what a Corporate Identity comprises of and briefly explain their uses. (c) You are an employe

Write Your Message!

Captcha
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd