Whoo boy, there’s a question out of left field for a detailing forum.
It sure never hurts to ask but don’t hold your breath, look how hard it was to get through the “plane on a conveyor” thing.
My gut reaction is that normalizing equations to dimensionless parameters is a pretty common tool for simplifying and standardizing calculations. Your basic harmonic oscillator is described by a second order differential equation and the behavior of any spring-mass-damper system can be described in normalized form by dimensionless parameters like Q and, uh, darn, this keyboard doesn’t have an omega or tau key. But you know what I mean. If you know the natural frequency and damping factor you know how it will behave.
I suspect that by knowing some dimensionless parameters like, uh, hell I don’t know, Reynold’s number, Froude number or whatever you can characterize a standard solution.
My brain hurts!
PC.