Hi,
I agree with the previous posters that it doesn't make any sense to try to accomplish this by using a curve by equation. It is better to create this using a pattern.
However if you still want to create a curve for this, it will be not that easy to do.
An approximation (for a cartesian coordinate system) of the first image you have is e.g.
bigradius = 100
smallradius = 10
nrofcircles = 15
x = ( bigradius + smallradius*cos(t*360*nrofcircles) ) * cos ( t * 360 )
y = ( bigradius + smallradius*cos(t*360*nrofcircles) ) * sin ( t * 360 )
Best regards,
John
I agree with the previous posters that it doesn't make any sense to try to accomplish this by using a curve by equation. It is better to create this using a pattern.
However if you still want to create a curve for this, it will be not that easy to do.
An approximation (for a cartesian coordinate system) of the first image you have is e.g.
bigradius = 100
smallradius = 10
nrofcircles = 15
x = ( bigradius + smallradius*cos(t*360*nrofcircles) ) * cos ( t * 360 )
y = ( bigradius + smallradius*cos(t*360*nrofcircles) ) * sin ( t * 360 )
Best regards,
John