I think my calcs are right. Tyre diameter = 0.65m = 0.00065km
say revs = 8500 rpm = 8500x60 revs per hour
Effective gear ratio = 4.28 (final drive) x 0.918 (fourth gear ratio)
Therefore speed = (8500 x 60 x 0.00065 x 3.14)/4.28x0.918 = ~264
A graph of speed vs power isn't an accurate comparison of spool or power delivery. You would need same gear ratios and tyre heights to get an accurate indication. Perhaps get tyre sizes and convert all the other graphs to RPM.
Speaking of RPM, I don't know what formula the dyno used to convert road speed to RPM on my graph. What is the TN function on the bottom of the graph. Is that the effective transmission ratio that the dyno software uses for the calculation? Where are tyre heights etc input?
Can someone who might speak often with a dyno dynamics operator find out what algorithm the software uses for the calculation so I can get a proper indication of actual RPM? I know that the car was redling at 8500rpm, not 7600-7700 like the graph is indicating, so I think its out about 10%, which would make sense if TN is set at 3.54 when it should be 3.92
The previous calculations I made assumed the revs on graph were actually 10% higher.
Can I get tyre sizes and any information on non standard gearing (and what are the NA gear ratios?) for the cars in question (tyres on the car whilst it was on the dyno). I can do calcs to find revs for a better comparison.
I think my calcs are accurate. From memory, I am pretty sure my car did in excess of 240km/hr in 4th.