Re: A3977 Calculating ITrip
Posted by
Mariss Freimanis
on 2003-10-21 10:57:39 UTC
--- In CAD_CAM_EDM_DRO@yahoogroups.com, "ghidera2000"
<ghidera2000@y...> wrote:
results.
A handy shortcut is to do violence to differential equations by
treating them as algebraic expressions. The linear approximation
yeilds acceptably accurate (+/- a few %) results over short spans.
Keep in mind most component tolerances are +/-5%; generating an exact
answer clutters the page with obfuscating differential calculus
expressions. I try to avoid that because it is overly pendactic and
my keyboard doesn't support the necessary symbols. Calculus is best
done with paper and pencil.:-)
Mariss
<ghidera2000@y...> wrote:
> I actually like the math - its hardMost of this stuff requires calculus, which of course gives exact
> sometimes but very satisfying when I (eventually) get the correct
> results :D
>
results.
A handy shortcut is to do violence to differential equations by
treating them as algebraic expressions. The linear approximation
yeilds acceptably accurate (+/- a few %) results over short spans.
Keep in mind most component tolerances are +/-5%; generating an exact
answer clutters the page with obfuscating differential calculus
expressions. I try to avoid that because it is overly pendactic and
my keyboard doesn't support the necessary symbols. Calculus is best
done with paper and pencil.:-)
Mariss
Discussion Thread
ghidera2000
2003-10-21 08:37:43 UTC
A3977 Calculating ITrip
Mariss Freimanis
2003-10-21 09:39:08 UTC
Re: A3977 Calculating ITrip
ghidera2000
2003-10-21 09:45:25 UTC
Re: A3977 Calculating ITrip
Mariss Freimanis
2003-10-21 10:11:54 UTC
Re: A3977 Calculating ITrip
ghidera2000
2003-10-21 10:21:28 UTC
Re: A3977 Calculating ITrip
Jon Elson
2003-10-21 10:46:59 UTC
Re: [CAD_CAM_EDM_DRO] A3977 Calculating ITrip
Mariss Freimanis
2003-10-21 10:57:39 UTC
Re: A3977 Calculating ITrip