compositetransformation.blogspot.com

Composite Transformation

Wednesday, 9 November 2011. Boundary fill flood fill Algorithm in Computer Graphics. Void fill right(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill right( x,y);. Fill right(x,y-1);. Fill right(x,y 1);. Void fill left(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill left(- x,y);. Fill left(x,y-1);. Fill left(x,y 1);. Int x , y ,a[10][10];. Initgraph(&gd,&gm,"c: tc bgi");. Printf(" n n tEnter the no. of edges of polygon : ");. Printf(" n n tEnter the cordinates of polygon : n n n ");. Printf ("...

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Composite Transformation | compositetransformation.blogspot.com Reviews

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Wednesday, 9 November 2011. Boundary fill flood fill Algorithm in Computer Graphics. Void fill right(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill right( x,y);. Fill right(x,y-1);. Fill right(x,y 1);. Void fill left(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill left(- x,y);. Fill left(x,y-1);. Fill left(x,y 1);. Int x , y ,a[10][10];. Initgraph(&gd,&gm,c: tc bgi);. Printf( n n tEnter the no. of edges of polygon : );. Printf( n n tEnter the cordinates of polygon : n n n );. Printf (...

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1 composite transformation

2 flood fill

3 include

4 void main

5 detectgraph &gd &gm ;

6 scanf %d &n ;

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8 if getpixel x y

9 white & getpixel x y

10 delay 1 ;

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Composite Transformation | compositetransformation.blogspot.com Reviews

https://compositetransformation.blogspot.com

Wednesday, 9 November 2011. Boundary fill flood fill Algorithm in Computer Graphics. Void fill right(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill right( x,y);. Fill right(x,y-1);. Fill right(x,y 1);. Void fill left(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill left(- x,y);. Fill left(x,y-1);. Fill left(x,y 1);. Int x , y ,a[10][10];. Initgraph(&gd,&gm,"c: tc bgi");. Printf(" n n tEnter the no. of edges of polygon : ");. Printf(" n n tEnter the cordinates of polygon : n n n ");. Printf ("...

INTERNAL PAGES

compositetransformation.blogspot.com

1

Composite Transformation: Two Dimensional Transformation

http://compositetransformation.blogspot.com/2011/11/two-dimensional-transformation.html

Wednesday, 9 November 2011. A transformation is single mathematical entity and as such canbe denoted by single name or symbol.(2). Two transformations can be combined or concatenated to yield asingle transformation with the same effect as the sequentialapplication of the original two. Thus, transformation A might betranslation and transformation B a scaling. The concatenationproperty allows us to determine a transformation C=AB whoseeffect is to translate and then scale. Buy me a Cup of Coffee. Topic Rel...

2

Composite Transformation: October 2011

http://compositetransformation.blogspot.com/2011_10_01_archive.html

Friday, 14 October 2011. Composite Transformation and Character Generation. Character Generation in Computer Graphics. Composite Transformation in Computer Graphics. 2D Composite Tranformation :. To perform the 2D transformation such as translation, rotation, scaling, shearing, Reflection. The function line() is used to draw a line from(x1,y1)to (x2,y2). Line (x1,y1,x2,y2). This function takes thee arguments and they are. I)the video driver to be used (gd). Ii)the graphics mode (gm). A)input the shearing...

3

Composite Transformation: Rotation in Computer Graphics

http://compositetransformation.blogspot.com/2011/11/rotation-in-computer-graphics.html

Wednesday, 9 November 2011. Rotation in Computer Graphics. PROGRAM FOR ROTATION IN COMPUTER GRAPHICS. Int x1=100,x2=100,y1=100,y2=300,x12,y12,x22,y22;. Float a=1.57;. Int gd=DETECT,gm;. Initgraph(&gd,&gm,"c: tc bgi");. Line(x1,y1,x2,y2);. For(float i=0;i 628;i =0.1). Line(x12,y12,x22,y22);. Buy me a Cup of Coffee. MONIKA YADAV (MCA),. WwwNotesGuru.in, Indore. ROHIT KESHRIYA (MCA),. WwwNotesGuru.in, Indore. For guest faculty Contact us on following E-mail ID:. Labels: *Rotation in Computer Graphics.

4

Composite Transformation: Reflection Sheering in Computer Graphics

http://compositetransformation.blogspot.com/2011/11/reflection-sheering-in-computer.html

Friday, 4 November 2011. Reflection Sheering in Computer Graphics. Reflection Sheering in Computer Graphics. Void disp(int n,float c[][3]). Float maxx,maxy;. Line(maxx c[i][0],maxy-c[i][1],maxx c[i 1][0],maxy-c[i 1][1]);. Line(maxx c[i][0],maxy-c[i][1],maxx c[0][0],maxy-c[0][1]);. Line(0,maxy,maxx*2,maxy);. Line(maxx,0,maxx,maxy*2);. Void mul(int n,float b[][3],float c[][3],float a[][3]). For(i=0;i n;i ). For(j=0;j 3;j ). For(i=0;i n;i ). For(j=0;j 3;j ). For(k=0;k 3;k ). Float b[10][3],a[10][3];. Printf...

5

Composite Transformation: Area Filling Algorithm in Computer Graphics

http://compositetransformation.blogspot.com/2011/11/area-filling-algorithm-in-computer.html

Wednesday, 9 November 2011. Area Filling Algorithm in Computer Graphics. Struct Node* next;. Void fill (int pt[][2], int clr);. Void floodfill4 (int x, int y, int oldclr, int newclr);. Void insert (int x, int y, struct Node* last);. Printf ("This program demonstrates filling a polygon. n");. Printf ("Enter the x- and y-coordinates for three points: n");. For (i=0; i. First- y = y;. First- next = NULL;. Last = first;. Putpixel (x, y, newclr);. If (getpixel (x, y-1) = oldclr). Putpixel (x, y-1, newclr);.

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computergraphics-colormodels.blogspot.com

Color Models: Color Model HSV and CMY

http://computergraphics-colormodels.blogspot.com/2011/10/color-model-hsv-and-cmy.html

Saturday, 15 October 2011. Color Model HSV and CMY. HSV (Hue, Saturation and Value) – defines a type of color space. It is similar to the modern RGB and CMYK models. The HSV color space has three components: hue, saturation and value. ‘Value’ is sometimes substituted with ‘brightness’ and then it is known as HSB. The HSV model was created by Alvy Ray Smith in 1978. HSV is also known as the hex-cone color model. In HSV, hue represents color. In this model, hue is an angle from 0 degrees to 360 degrees.

computergraphics-colormodels.blogspot.com

Color Models: October 2011

http://computergraphics-colormodels.blogspot.com/2011_10_01_archive.html

Saturday, 15 October 2011. Color Model HSV and CMY. HSV (Hue, Saturation and Value) – defines a type of color space. It is similar to the modern RGB and CMYK models. The HSV color space has three components: hue, saturation and value. ‘Value’ is sometimes substituted with ‘brightness’ and then it is known as HSB. The HSV model was created by Alvy Ray Smith in 1978. HSV is also known as the hex-cone color model. In HSV, hue represents color. In this model, hue is an angle from 0 degrees to 360 degrees.

computergraphics-notesguru.blogspot.com

computergraphics: Topic related to computer graphics

http://computergraphics-notesguru.blogspot.com/2011/10/topic-related-to-computer-graphics.html

Friday, 14 October 2011. Topic related to computer graphics. Classification of Computer Graphics. Applications of Computer Graphics. Development of Hardware and Software for Computer Graphics. Display Devices of Computer Graphics. Hard copy devices of Computer Graphics. Interactive devices of Computer Graphics. Display Processor of Computer Graphics. Attributes of output primitives. Line style in Computer Graphics. Color and intensity in Computer Graphics. Area Filling Algorithm in Computer Graphics.

computergraphics-notesguru.blogspot.com

computergraphics: October 2011

http://computergraphics-notesguru.blogspot.com/2011_10_01_archive.html

Friday, 14 October 2011. Topic related to computer graphics. Classification of Computer Graphics. Applications of Computer Graphics. Development of Hardware and Software for Computer Graphics. Display Devices of Computer Graphics. Hard copy devices of Computer Graphics. Interactive devices of Computer Graphics. Display Processor of Computer Graphics. Attributes of output primitives. Line style in Computer Graphics. Color and intensity in Computer Graphics. Area Filling Algorithm in Computer Graphics.

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compositetransformation.blogspot.com

Composite Transformation

Wednesday, 9 November 2011. Boundary fill flood fill Algorithm in Computer Graphics. Void fill right(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill right( x,y);. Fill right(x,y-1);. Fill right(x,y 1);. Void fill left(x,y). If(getpixel(x,y) = 0). Putpixel(x,y,RED);. Fill left(- x,y);. Fill left(x,y-1);. Fill left(x,y 1);. Int x , y ,a[10][10];. Initgraph(&gd,&gm,"c: tc bgi");. Printf(" n n tEnter the no. of edges of polygon : ");. Printf(" n n tEnter the cordinates of polygon : n n n ");. Printf ("...

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