I think we all know that. Perhaps the next graph can better explain why torque is king.
One engine makes more horsepower than the other. But which accelerates faster? Again, I think we both know the answer.
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Here's another one. Same engine with just a manifold change. The long-runner manifold change resulted in an extra 39hp. But was the car any faster? Can you tell by looking at these dyno figures which car is faster?
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Trick question! They were almost identical because the average torque (and power) are almost identical.
Drag Strip | High Torque / Low HP | Low Torque / High HP |
60-foot | 1.69 | 1.69 |
330 – foot | 4.87 | 4.90 |
660- foot – 1/8th mile e.t. | 7.48 | 7.51 |
¼ mile e.t. | 11.64 | 11.69 |
¼ mile mph | 118.7 | 118.3 |
OK, so that 39hp was worth an extra 0.05 and 0.4mph. Now, which of these engines – considering they are just as fast as each other over the 1/4 – is
really the better engine?