"Steven Lord" wrote in message <fstdu7$vb$1@fred.mathworks.com>...
> % Find the intersection
> x0 = fzero(@(t) fnval(y1, t)-fnval(y2, t), 5)
> --
> Steve Lord
> slord@mathworks.com
>
>
It works for any spline curves. However, it is producing intersection point even if curves are not meeting actually. That means the intersection point is the interpolated or expected intersection point between the curves.
Can you please explain what is happening in this line?
x0 = fzero(@(t) fnval(y1, t)-fnval(y2, t), 5)
what is @(t) and the value 5 etc.?? I can't able to visualize this code.
Thank you.
> % Find the intersection
> x0 = fzero(@(t) fnval(y1, t)-fnval(y2, t), 5)
> --
> Steve Lord
> slord@mathworks.com
>
>
It works for any spline curves. However, it is producing intersection point even if curves are not meeting actually. That means the intersection point is the interpolated or expected intersection point between the curves.
Can you please explain what is happening in this line?
x0 = fzero(@(t) fnval(y1, t)-fnval(y2, t), 5)
what is @(t) and the value 5 etc.?? I can't able to visualize this code.
Thank you.