Difference between revisions of "Graphics Render Examples"
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(Created page with "=Graphics Render Examples= Here are some more Render Examples. == Cardioid Examples == Following the "the midpoints of the circles lie on the perimeter of the fixed genera...") |
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</pre> | </pre> | ||
[[File:Wki cycloid1.jpg|thumb|Cycloid (fig.1)]] | [[File:Wki cycloid1.jpg|thumb|Cycloid (fig.1)]] | ||
| + | |||
| + | <pre> | ||
| + | ==Example 2 == | ||
| + | numpoints=50; | ||
| + | pts=MAKEPOLYGONPOINTS(numpoints,[30,50],[200,200], 150) | ||
| + | start=pts[0]; | ||
| + | circlesat1= | ||
| + | pts | ||
| + | .map( | ||
| + | p=>[p[0],p[1],SQRT(POWER(p[0]-start[0],2)+POWER(p[1]-start[1],2))] | ||
| + | ) | ||
| + | |||
| + | pts=MAKEPOLYGONPOINTS(numpoints,[70,70],[500,200], 0) | ||
| + | start=pts[0]; | ||
| + | |||
| + | circlesat2= | ||
| + | pts | ||
| + | .map( | ||
| + | p=>[p[0],p[1],SQRT(POWER(p[0]-start[0],2)+POWER(p[1]-start[1],2))] | ||
| + | ) | ||
| + | |||
| + | cycloids = RENDER( | ||
| + | [ | ||
| + | ["id","type","cx","cy","r","stroke","stroke-width","count"], | ||
| + | ["cycloid1","circle",circlesat1.column(1),circlesat1.column(0),circlesat1.column(2),"red",1,circlesat1.length], | ||
| + | ["cycloid2","circle",circlesat2.column(1),circlesat2.column(0),circlesat2.column(2),"red",1,circlesat2.length] | ||
| + | ] | ||
| + | ) | ||
| + | ; | ||
| + | RENDER( | ||
| + | [ | ||
| + | ["id" , "animate","animationsettings"], | ||
| + | ["cycloid1" , "animate",[["loop","rotate","duration","easing"],[true,-360,5*1000,"linear"]]] , | ||
| + | ["cycloid2" , "animate",[["loop","rotate","duration","easing"],[true,360,5*1000,"linear"]]] | ||
| + | ] | ||
| + | , | ||
| + | cycloids | ||
| + | ) | ||
| + | "" | ||
| + | </pre> | ||
| + | [[File:Wki cycloid2.jpg|thumb|left|Two Cycloids]] | ||
Revision as of 23:56, 20 October 2020
Graphics Render Examples
Here are some more Render Examples.
Cardioid Examples
Following the "the midpoints of the circles lie on the perimeter of the fixed generator circle" method to draw a cardioid:
1) Choose a circle c and a point p on its perimeter, 2) Draw circles containing point p with centers on the perimeter of circle c
Example 1
numpoints=50; pts=MAKEPOLYGONPOINTS(numpoints,[50,50],[200,200], 270) start=pts[0]; circlesat= pts .map( p=>[p[0],p[1],SQRT(POWER(p[0]-start[0],2)+POWER(p[1]-start[1],2))] ) RENDER( [ ["type","cx","cy","r","stroke","stroke-width","count"], ["circle",circlesat.column(0),circlesat.column(1),circlesat.column(2),"red",1,circlesat.length] ] ) ""
==Example 2 == numpoints=50; pts=MAKEPOLYGONPOINTS(numpoints,[30,50],[200,200], 150) start=pts[0]; circlesat1= pts .map( p=>[p[0],p[1],SQRT(POWER(p[0]-start[0],2)+POWER(p[1]-start[1],2))] ) pts=MAKEPOLYGONPOINTS(numpoints,[70,70],[500,200], 0) start=pts[0]; circlesat2= pts .map( p=>[p[0],p[1],SQRT(POWER(p[0]-start[0],2)+POWER(p[1]-start[1],2))] ) cycloids = RENDER( [ ["id","type","cx","cy","r","stroke","stroke-width","count"], ["cycloid1","circle",circlesat1.column(1),circlesat1.column(0),circlesat1.column(2),"red",1,circlesat1.length], ["cycloid2","circle",circlesat2.column(1),circlesat2.column(0),circlesat2.column(2),"red",1,circlesat2.length] ] ) ; RENDER( [ ["id" , "animate","animationsettings"], ["cycloid1" , "animate",[["loop","rotate","duration","easing"],[true,-360,5*1000,"linear"]]] , ["cycloid2" , "animate",[["loop","rotate","duration","easing"],[true,360,5*1000,"linear"]]] ] , cycloids ) ""
