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Differential Equations
03-27-2017, 07:27 PM
Post: #14
RE: Differential Equations
The first derivative of the distance is the velocity.
The first derivative of the velocity is the acceleration.
The first derivative of the acceleration is the jerk.
The first derivative of the jerk is the snap.
The first derivative of the snap is the crackle.
The first derivative of the crackle is the pop.

For really high impact problems (like the rocket sled experiments) high order expansions seem necessary to get an accurate description.
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Messages In This Thread
Differential Equations - bshoring - 03-25-2017, 02:13 AM
RE: Differential Equations - ttw - 03-25-2017, 03:29 AM
RE: Differential Equations - Han - 03-25-2017, 04:45 AM
RE: Differential Equations - peacecalc - 03-25-2017, 02:01 PM
RE: Differential Equations - TomC - 03-26-2017, 04:36 PM
RE: Differential Equations - bshoring - 03-27-2017, 03:49 AM
RE: Differential Equations - Dieter - 03-27-2017, 08:22 AM
RE: Differential Equations - Dieter - 03-27-2017, 10:08 AM
RE: Differential Equations - Dieter - 03-27-2017, 08:57 AM
RE: Differential Equations - Han - 03-27-2017, 06:46 AM
RE: Differential Equations - Ángel Martin - 03-27-2017, 08:47 AM
RE: Differential Equations - Dieter - 03-27-2017, 09:58 AM
RE: Differential Equations - ttw - 03-27-2017 07:27 PM
RE: Differential Equations - Han - 03-27-2017, 08:55 PM
RE: Differential Equations - Thomas Okken - 03-27-2017, 11:46 PM
RE: Differential Equations - bshoring - 03-27-2017, 11:14 PM



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