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That is decidedly not aluminum! Looks like my fear of rails coming off ties was unfounded too. Did you test an NMRA gauge for the length of the track to see if the rails squeezed due to the vertical curvature?
.... but also standing resistance (admittedly a misleading term, but I can't come up with anything better at the moment), which is the amount of resistance needed to overcome before something begins to roll.
Static Friction
While it may not be sufficiently accurate (nor would it be necessary for these purposes) for calculating to the fraction of the gram what the forces are generated or lost, the repeatability would be very accurate and useful through trial and error.
Thank you, Ed!
At the risk of taking the thread further afield, I'd always felt that there are two aspects to rolling resistance: that of rolling on its own, but also standing resistance (admittedly a misleading term, but I can't come up with anything better at the moment), which is the amount of resistance needed to overcome before something begins to roll. I'll perform a test to measure standing resistance by slowly raising one end of a flat piece of track until a car (or truck) begins to roll.
Given the two forms of resistance, I'm not sure what the "track bowl" test results reveal about them with respect to one another. Does the reverse move at each end involve overcoming the full standing resistance, or is this reduced because of factors not fully understood? Is it even possible to measure pure rolling resistance independently from standing resistance? Does standing resistance even have any significance?
We must also take into account changes in rolling resistance as car weight changes. In theory it shouldn't matter, but that assumes a perfect (friction-free) system. I've found real-world tests produce results that are all over the place.
Don't forget to include air resistance (aka. drag coefficient) in the test. You should construct a streamlined shroud over the truck