Originally posted by: Zenmervolt
Originally posted by: amdhunter
I still don't get the relation, all I see is mathematics involved on most of the sites I visit.
So I have a question...[even though these are possibly impossible.] (But I am hoping it will help me understand.)
If I had a car with 1HP + 1000lbs of torque, how would it react when I stepped on the gas?
What about if I had 1000HP + 1lb of torque?
What would be faster in general? A high torque car or a high HP one? Does there always have to be some balance?
I've been trying for a long time to find a good way to explain it in layman's terms. I'll have a go at it here again and see if I've gotten any better at it. For those who know the math and such, mind that the explanation here ignores RPM range, gearing, etc and does so intentionally. Note also that terms such as "weight" are used non-scientifically. In other words, this is intentionally simplistic.
Torque is the ability to do work.
Horsepower is the ability to do work quickly.
If two engines have 100 ft-lbs of torque, and but one is 50 hp and the other is 100 hp, they will both be able to move the same amount of weight, but the 100 hp engine will be able to move it twice as fast.
If two engines have 100 hp, but one has 50 ft-lbs of torque and the other has 100 ft-lbs of torque, the second engine will be able to move twice the amount of weight, but will be no faster than the first engine up to the point where the first engine can no longer move the weight. At that point, the first engine will stall, while the second engine will continue to move the weight.
In other words, torque dictates the maximum amount of "weight" that an engine can move, while horsepower dictates how quickly that weight can be moved.
One horsepower is 550 ft-lbs of work per second. That can mean an engine that moves 550 pounds one foot, or an engine that moves 55 pounds 10 feet. This is where RPM comes into play. If an engine is making 550 ft-lbs of torque at 1,000 RPM, it is capable of the same amount of work overall as another engine that makes 55 ft-lbs of torque at 10,000 RPM. Note also that both engines are making exactly the same horsepower now (one just makes that horsepower at 1,000 RPM, while the other needs to be spinning at 10,000 RPM).
However, as long as that 55 ft-lbs is enough force to make the engine's load move, the second engine will be faster overall, but if the engine's load is greater than 55 ft-lbs, the second engine will stall, while the first engine will continue blithely on.
In practice, however, torque can be multiplied by gearing, while horsepower cannot, so if we then attach a transmission to that second, 55 ft-lb engine, and gear it down so that the output of the transmission is 1,000 RPM when the engine RPM is 10,000, the net result is now exactly the same as the engine with 550 ft-lbs at 1,000 RPM.
In practice, it's more important to have a broad torque curve and a wide powerband. If torque drops off steeply after 2,500 RPM (like it does with the diesel engines in semis) then you need to have many gears in order to get up to speed (some semis have 21-speed transmissions), and you also lose the advantage of the gearing as soon as you shift.
Again taking two engines, one that makes 100 ft-lbs from idle to 5,000 RPM (redline) and another that makes 50 ft-lbs from idle to 7,000 RPM (redline). If we make the gearing for the first engine such that it multiplies torque to match the first engine's output, they will launch equal, and stay side-by-side, until the second engine hits redline. Because of gearing, when the second engine hits redline, the first engine is only turning 3,500 RPM and can continue to accelerate at the same rate. The second engine, however, must up-shift, which reduces the torque available at the wheels because the gearing advantage is reduced. Once the first engine shifts gears, it starts to fall behind the torquier engine.
Looking at this now, I think it might be more confusing, but I'll see how its received.
ZV