That was with aggregate wagons, the aerodynamic drag and rolling resistance is comparatively higher for intermodal wagons for the same tonnage but you persistently want to seem to ignore it and focus just on tonnage.
I've only done the calculations for performance over Shap for the 93 tests, which were around 30mph. At that speed, wind resistance and rolling resistance are small compared to the power needed to lift 1800t against gravity.
Timings need it to be average at least 55-60mph.
Sure. Wind resistance power increased as the cube of the speed, so will become very important very quickly. But I've not been able to find data on the wind resistance of intermodals, with all those gaps between slab-fronted containers. If you (or anyone) can tell me what is the balancing speed of, say, a 66 on full power on the flat with a full-length 775m intermodal 1800t trailing load, then I can work it out.
That isn't want the assumptions for the current timings are though (they are higher...). Again you are over focusing on the gradient element in you thinking.
What are the assumptions on traction for the current intermodal timings on the WCML? A single-headed 90 is 3700kW, an 88 is 4000kW. Around the same as a 93 on AC and much less than a 99. I don't see how current timings can be based on a more power than a 93.
IAt some point when I get the time I do some graphics up for Shap showing what mix of the gradient / rolling / aerodynamic resistances are across the speed range.
Please do. My calculations, for what they are worth, are on the 93 thread here:
93009 is now in the Uk. So expect it at Worksop this week.
www.railforums.co.uk
At 39mph, I reckoned that that tractive effort for an 1800t for aggregate load against gravity was 242kN, rolling resistance was 18.5kN, and aerodynamic resistance was 6kN. What would be your figures for an intermodal up Shap?