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Tunnel Vision

What makes the Suzuki Hayabusa faster than the more powerful Kawasaki ZX-12R? A visit to the National Research Council wind tunnel provides the answer
From the June, 2010 issue of Sport Rider
By Bruce Reeve

Community Comments

marc99  (04/12/10 01:54 PM)

I know that this story is pretty old -  

The horsepower numbers provided are Dynojet rear wheel numbers, and when they calculated the out the DJHP numbers vs. max speed, "all seemed to calculate properly".

The Problem, though, is that they needed to allow for the ram air function - How much? The last bike that I checked "real world hp" with a data logger vs. dyno testing "unpressurized" was about 8 True HP better in the real world at 100 mph on a 1990 ZX11 - and I will be bold enough to predict that a ZX12 or a Hayabusa at 180+ mph have a lot more pressurization than a zx11 at 100 mph.

So - what I am saying is that the DHJP "unpressurized" dyno numbers DON'T back up the calculations at all - because they ignored the real world ramair.
Accidentally, the DJHP horsepower figures are inflated enough to agree with the story but inflated more than enough to greatly disagree with physics.

However, if you take around 136 to 140 TRUE HP, the range for stock ave. 136 THP zx12's and ave. 140 THP Hayabusa, and add a ROUGH 10% for ram air - you actually get believable results.

Physics agrees with True HP -

A stock, unpressurized early 00 zx 12 or Busa really does make 136 to 140 TRUE hp average - but - we all knew that, right?

Every dyno manufatcurer has the "Tue HP numbers  - and all brake dynos could read the same, if they all read "True hp" but - many dyno companies inflate their reading to read "something p like" DJHP - and they are, in the words of one of the other dyno companies "+/- 10%".
No wonder people can't compare dyno readings from different companies. Sheesh!

Thanks -

Marc Salvisberg
Factory Pro Tuning
EC996 Dyne Systems
415 491 5920

  (01/06/11 03:39 PM)

"Aerodynamics becomes more important the faster you go because the power required increases as the cube of speed--in other words, to double your speed, you need eight times as much power to overcome aerodynamic drag."

Just a little Correction.
Its should be just "you need four times as much power to overcome aerodynamic drag."

Excelent Write up.

Bryce Ring

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