RustyJC said:
I believe you're missing the point. Horsepower is the rate of doing work. If I move 50 lbs up an 11 ft ladder in 1 second, I've produced 550 ft-lbs of work and 1 HP. If I take it easy and do it in 2 seconds, I've still produced 550 ft-lbs of work, but I've only produced 1/2 HP.
Trust me, I haven't missed any point. Your understanding of one HP as a unit of work is correct.
The rotational inertia I'm talking about is coming from the crankshaft, the big ends of the con rods, the engine accessories, the flywheel, clutch disc, pressure plate, transmission shafts and gears, driveshaft, pinion gear - basically, everything ahead of the ring gear, axles, and wheels and tires. All of these rotate and have mass; therefore, they have rotational inertia and it takes work to accelerate them from a lower speed to a higher speed. The rate at which they are accelerated determines the power required to accelerate them.
Agreed. All of this means something when testing on our dynos, yet at the same time it means nothing. The total engine and powertrain inertia DOES add to how much HP it takes to accelerate the vehicle at a given rate. It does not, however, make a penny's difference with regards to what HP the vehicle will make when held at a steady speed. Like I've said over and over in this discussion, this is the difference between a dyno that can hold an engine at a steady speed or ramp it up at a given rate and measure it's output during the entire evolution. When you're comparing what's left over after drivetrain inertia and frictional losses between testing in one gear and another, there's maybe two or three percent AT MOST lost between the gear with the least losses and the gear with the most losses.
Hypothetically, if I can make a 5th gear dyno pull in 5 seconds but a 6th gear dyno pull takes 10 seconds, both going from 1400 to 3400 engine RPM, then the HP required to overcome drivetrain rotational inertia is halved. This HP is now available to deliver to the dyno rollers.
Wrong. The relationship between an objects inertia and the accelerating force necessary to accelerate it at twice the rate is NOT directly proportional. In order to accelerate a given mass a given distance from 10 seconds to 5 seconds is not twice the accelerating force, it's four times as much. The relationship is exponential. Otherwise, a car with a 200HP engine that runs 13 second 1/4 mile times would run 6. 5 second quarter mile times when you swap in a 400HP engine. Make sense?
I've worked for a manufacturer of engines, gas turbines, compressors, turbochargers and control systems for over 30 years, 25 of those in technical and engineering management.
Been there, done that, got all the T-shirts, coffee mugs, and mouse pads to prove it. I'm not here to compare credentials, nor am I here to squash anyone's feelings. I'm merely in this discussion to set things straight. So far, there's been a huge measure of misconception exposed, and I'm going to do my best to help folks understand how this stuff really works.
We use water brake and eddy current dynos for research & development as well as production testing; for electrical power generation packages, we load test using generator output against a resistance bank. My point is - I have somewhat more than a passing familiarity with dynos.
I wrote a big thing here and deleted it. If you want to challenge me in a technical dual, PM me your phone number and we'll have a chat. I'll spare you some embarrassment on the forum, but would be more than happy to explain some things for you.
The phenomenon I'm describing is unique to inertial dynos since they determine HP based on the rate of acceleration of a drum of known rotational inertia.
I'm not talking about inertia dynos, and neither were you. You go on and on about working with EC absorber and WB dynos with your work (which you clearly don't) and now you go into rotating inertia dynos. . . . do you use those at work too???
Any other rotational inertia in the system before the power gets to the drum should be minimized to obtain more accurate readings
This is only true if you have no way of measuring and accounting for that inertia. If you have a means to determine this inertia and factor it into the computation (as we can and do) then it's much less of an issue.
- that's what the longer duration of the 6th gear pull does.
No. A longer 6th gear pull on an inertia dyno is simply slowing the ramp rate to allow the engine to make full boost pressure as well as reducing wheel torque which minimises wheel slip. Again, we control the ramp rate on our dynos so we can test in the gear of our choosing, and traction is never a problem.
As I said, 2 runs in 5th were good for about 320/650. 2 runs in 6th produced 347/762, and the results were very repeatable.
Whether you realize it or not, you're losing HP in that overdrive gear, not making more. I can see I'm clearly beating a dead horse with you, however. It's clear from what you're saying that your truck will accelerate harder in sixth gear than in fifth. . . . . why not just make your truck a one speed? You don't need all those other five pesky gears. . . . .
Another advantage of the 6th gear runs is that they work the engine harder against the higher 6th gear ratio, allowing the turbo (1. ) the opportunity to produce higher boost and (2. ) more time to spool. To illustrate this from the other extreme, what kind of BHP and torque would you expect from a pull on an inertial dyno in 1st gear?
Rusty
What would be the point in that? Who would test a diesel truck in first gear on any chassis dyno?