Offheadings (black death, stats, and physics)
Just had a thought today...Probably doesn't actually mean anything and I haven't elaborated on it too much, but I just thought I'd run it by you guys. I'm a grad student in Physics...just so you know where my motivation is coming from in thinking about this. Theoretically a parachute deployed the same way every time in the same conditions with the same packjob, yadda yadda...should open the same way (or at least nothing so major as a 180 or linetwists or worse)...but obviously that's not the case .
I've been exposed a lot recently to research that focuses on bifurcation, stability analysis, chaotic systems, etc...and I think that there is a LOT of pertinent information there for BASE gear. What if there are certain components of the inflation characteristics of a canopy that are susceptible to similar dynamics? PC hesitation and burble as an unstable equilibrium (obvious) or maybe even modeled as a type of chaotic dynamical attractor (the fluid dynamics and their effect on the PC I mean).
IMO BASE manufacturers might benefit a LOT from that type of modeling. If you can successfully model something like that then often times you can figure out what criteria / initial conditions / etc can be changed to influence the dynamics in a favorable way.
Physicist + Mathematician + BASE gear specialist + wind tunnel + high speed camera + computers w/ fluid dynamic modeling software = profit?
EDIT: Also, I've seen people do slow-scale modeling of high airspeed flows using a liquid, dye, and a nice, controlled setup (something like this http://www.youtube.com/user/Fluidmechanicsvideo#p/u/1/ua2k1MRIK4o ). I wonder what would happen if you worked on simulating parachute openings like that...*shrug* would be awesome to watch if nothing else =D