On 16 December 2013 19:05, Gene Heskett <ghesk...@wdtv.com> wrote:

>
> This "jerk" you are discussing seems like the ideal place to have a module
> similar in nature to one of the limit functions, and which would subject a
> step change in speed to what I would call in a broadcast waveform analyzing
> situation as a "sine-squared" function.


Unfortunately it isn't quite that simple, as the motion planner needs to be
able to put the controlled point at the right place at the right time.

For the infinite-jerk case the motion planner has to solve the equation s =
ut + 1/2 at^2
For the finite-jerk case the equation is s = ut + 1/2 at^2 + 1/6 jt^3.

The equation becomes cubic in time, and somewhat harder to solve. Things
are (naturally) harder still in 9-space.

-- 
atp
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