What does it take to go 200 mph? Dan Jones provided these calculations to me based on the engine Dave Mclain built for me.
> How does the drag of the Pantera body look at 170MPH?
A publication called Style Auto published wind tunnel results on an early
Pantera. If I assume the coefficient of drag multiplied by the cross-
sectional reference (Cd * A) = 8.2035 , I get a decent match to the published
HP required numbers at 99, 118, 140 and 162 MPH. Extrapolating those to 170,
185 and 200 MPH, I get:
Vehicle Speed Drag RWHP required Calculated
(MPH) (lb) from Style RWHP reqd
Auto (drag only)
-------------------------------------------------------------------------
200 --- --- 447
185 --- --- 354
170 --- --- 275
162 556 238 238
140 426 159 153
Pantera 118 313 100 92
99 218 58 54
81 139 30 30
That's just the HP required to overcome the aerodynamic drag. If I assume a
3300 lbs weight with driver and fuel and calculate rolling resistance:
Enter velocity in miles per hour: 170.00
Enter vehicle weight (including driver and fluid weights): 3300
Cd * A = 8.2035
Drag due to aerodynamic drag (pounds) = 606.10
Drag due to rolling resistance (pounds) = 98.92
Rear wheel horsepower required due to aerodynamic drag = 274.76
Rear wheel horsepower required w/rolling resistance = 319.61
Enter velocity in miles per hour: 185.00
Enter vehicle weight (including driver and fluid weights): 3300
Cd * A = 8.2035
Drag due to aerodynamic drag (pounds) = 717.77
Drag due to rolling resistance (pounds) = 115.99
Rear wheel horsepower required due to aerodynamic drag = 354.10
rear wheel horsepower required w/rolling resistance = 411.32
Enter velocity in miles per hour: 200.00
Enter vehicle weight (including driver and fluid weights): 3300
Cd * A = 8.2035
Drag due to aerodynamic drag (pounds) = 838.89
Drag due to rolling resistance (pounds) = 135.27
Horsepower required due to aerodynamic drag = 447.41
Horsepower required w/rolling resistance = 519.55
> and changing to a 3.78 from a 4.22 gives about 6000rpm at 170mph on the shift
> from 4th to 5th. According to the dyno results the engine is making about
> 560hp at that RPM. Will that be enough power to allow the car to accelerate
> up to 180MPH/about 6500rpm? Also figuring we're probably dropping 50-75
> horsepower due to the exhaust system and altitude.
560 - 75 = 485 RWHP. Looks like 185 MPH would be no problem. Given that
he made 623 HP at 6800 to 6900 RPM on the dyno, it looks like 200 MPH might
even be possible, assuming the gearing worked out.
> Or can we go with a higher gear?
In addition to the different ring and pinions, there are taller 5th gears.
I have a 0.62:1 5th in mine. Assuming a 335/35/17 tire and a 3.78:1 final
drive ratio, the 0.62:1 5th would give 200 MPH at 6000 RPM but he wouldn't
have enough HP at that RPM. With the standard 0.705:1 fifth gear, 200 MPH
would be around 6830 which coincides with the power peak. There are also
0.655:1 and 0.642:1 5th gears if he wants to run 185 MPH at a lower RPM.
Dan
It doesn't come easily.
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