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Gears and the Dyno?

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Old Mar 27, 2007 | 04:51 PM
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Default Gears and the Dyno?

I have read that when you dyno a car with gears that it will result in lower power numbers. Is there a standard in which the numbers drop or is it in correlation with the gear size?

For example:

3.42s = 340/340 whp/tq

Then the same car with 4.10s = ?
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Old Mar 27, 2007 | 05:05 PM
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Yes.

The car doesn't actually lose power, but the way the calculations are done a car with lower gears can give you a lower figure.

I'm too lazy right now to search for it, but there's a great thread over on SVTPerformance in the New Edge Cobra section that addresses exactly why this is the case.

The jist of it has to do with the moment of inertia and the speed at which the rotor is accelerated. The computer has to "catch up" so to speek and shows a bit less power.

The same thing happens when you go to a lower (numerical) gear, but in reverse.

This is exactly why dyno's should be used as tuning tools rather than for bragging rights.
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Old Mar 27, 2007 | 05:11 PM
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Okay, I stopped being lazy. The following is a question posed directly to dynojet with their response on the subject.

QUESTION:
A car having 3:27 rear end gears is placed on a DynoJet chassis dyno and has a dyno performed. Then this same car is taken off the DynoJet chassis dyno and has the rear end gears changed to 4:10. The car is then placed back on the DynoJet chassis dyno and another dyno is performed. Will the second dyno show a loss of horse power caused by the 3:27 to 4:10 gear change?

ANSWER:
Yes

EXPLANATION:

"The 4:10 gear will show less horsepower than the 3:27. The reason is due

to rate of acceleration changes. The rate of acceleration is quicker with

the 4:10 because of torque multiplication being increased to the rear

wheel. The horsepower will show less because the targeted RPM is met

before the horsepower has a chance to overcome the rotational mass (dyno,

drive line, etc.) or moment of inertia in speed. Because the speed is

decreased and the RPM is met faster, the horsepower never has a chance to

catch up with itself, so to speak. The overall ratio of 1:1 will always

produce the most horsepower on the chassis dyno. Having said this, a

similar problem can occur with horsepower loss when the rear gear is too

high. The horsepower is being absorbed in just trying to keep the

rotational mass spinning. Please keep in mind that your engine's

horsepower never changes but what gets to the dyno or drive surface

does. If you have any further questions please don't hesitate to

ask. Thank you."
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Old Mar 27, 2007 | 05:11 PM
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Originally Posted by JLMounce
Yes.

The car doesn't actually lose power, but the way the calculations are done a car with lower gears can give you a lower figure.

I'm too lazy right now to search for it, but there's a great thread over on SVTPerformance in the New Edge Cobra section that addresses exactly why this is the case.

The jist of it has to do with the moment of inertia and the speed at which the rotor is accelerated. The computer has to "catch up" so to speek and shows a bit less power.

The same thing happens when you go to a lower (numerical) gear, but in reverse.

This is exactly why dyno's should be used as tuning tools rather than for bragging rights.

Thanks. I get the idea of how/why it happens. I'd just like to know if there is a set number or a way to calculate how much lower it reads.
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Old Mar 27, 2007 | 05:12 PM
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Not really. HP itself is pretty much an imaginary number.

Dynos don't measure HP, they measure torque and then calculate for HP.

HP = Torque X RPM / 5252
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Old Mar 27, 2007 | 05:23 PM
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Originally Posted by JLMounce
Not really. HP itself is pretty much an imaginary number.

Dynos don't measure HP, they measure torque and then calculate for HP.

HP = Torque X RPM / 5252
I feel bad because you're working really hard and helping out alot at explaining something I already understand.

Let me see if I can clarify. Most of us agree that the LS2 will make about 340rwhp on the dyno. So figuring that it's rated at 400bhp, we can calculate a 15% loss to the wheels. So my question is if we take a stock geared C6, dyno it at 340rwhp, then install 4.10 gears. What will it dyno? This will give us some sort of percentage to go off of, right?
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Old Mar 27, 2007 | 05:36 PM
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Hard to tell. I'm not a mathematician but I would assume if you can factor in the percentage of difference between the two ratios, that "might" get your close.
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Old Mar 27, 2007 | 05:47 PM
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Originally Posted by JLMounce
Hard to tell. I'm not a mathematician but I would assume if you can factor in the percentage of difference between the two ratios, that "might" get your close.
Exactly! That's what I'm trying to find out.
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Old Mar 27, 2007 | 05:52 PM
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figure 10 rwhp and you will be close....

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Old Mar 27, 2007 | 05:58 PM
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Originally Posted by Wicked Weasel
figure 10 rwhp and you will be close....

Is that regardless of gear ratio?
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Old Mar 27, 2007 | 06:02 PM
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Originally Posted by k0bun
Is that regardless of gear ratio?
no - figure 3.42 is your base so 4.10s would be around 10. 3.73s would be something less maybe 7. 3.90s = 8.5

these of course are estimates
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Old Mar 27, 2007 | 06:15 PM
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Originally Posted by Wicked Weasel
no - figure 3.42 is your base so 4.10s would be around 10. 3.73s would be something less maybe 7. 3.90s = 8.5

these of course are estimates
Thanks. That's all I was trying to figure out. So it would be about 10rwhp for me with the 4.10s
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Old Mar 27, 2007 | 06:28 PM
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So then, it is not linear, a 10 rwhp loss.

The delta betw. a 3.42 rear (first post) and a 4.10 rear is about 19%. And 19% of 342 rwhp is not 10 rwhp.
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Old Mar 27, 2007 | 07:04 PM
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Originally Posted by LT4CompYell
So then, it is not linear, a 10 rwhp loss.

The delta betw. a 3.42 rear (first post) and a 4.10 rear is about 19%. And 19% of 342 rwhp is not 10 rwhp.
Ahh. You bring up another variable.

So basically we need a car dyno'd with stock 3.42s and then dyno'd again with 4.10s. Same car, same dyno, same day even, if possible.

Has anyone done something similar that can help? Any advice from a dyno operator?
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Old Mar 27, 2007 | 08:20 PM
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Originally Posted by k0bun
Exactly! That's what I'm trying to find out.
You would need to know the inertias of the dyno, your engine and to a lesser extent the inertias of your drive train and wheels.

Then you could calculate it fairly accurately.

The Dynojet explanation in an earlier post left me hoping there is still someone at Dynojet that understands haw an inertia dyno works. The person that wrote that sure didn't have clue.

If you can get ahold of one of the competent technical types at Dynojet, they might be able to give you some real rough ballpark numbers for the differances.
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Old Mar 28, 2007 | 01:26 AM
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Originally Posted by xs650
The Dynojet explanation in an earlier post left me hoping there is still someone at Dynojet that understands haw an inertia dyno works. The person that wrote that sure didn't have clue.

I found it hard to believe a person in his positiion could write such BS.
I'd like to think maybe he was trying to explain it so the layman could understand it and failed miserably.
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Old Mar 28, 2007 | 01:50 AM
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Originally Posted by JLMounce
Not really. HP itself is pretty much an imaginary number.

Dynos don't measure HP, they measure torque and then calculate for HP.

HP = Torque X RPM / 5252
HP is not an imaginary number. It's the measure of the rate work is being done, more specifically, 1 HP is defined as raising 550 LBs one foot in one second. Although it's a somewhat arbitary number, it's based on observation of the average amount of work a horse could do in a given time frame. It's no more arbitrary than a foot or pound.

There are some dynos that measure HP first then calculate torque. Inertia type dynos do it that way. The speed of the weighted drum is monitored and HP is calculated by measuring the difference in speed over a very small time. Since the weight and moment of inertia of the drum is known, HP can be determined by the increase in the kinetic energy of the drum divided by the time interval. Using the RPM from a pick-up, torque is calculated by T=HP*5252/RPM.

FYI: HP is also heat or 1 HP=746 Watts...for a clear demonstration of HP, try grabbing a 60 watt light bulb that's been on a few moments and tell me how imaginary it is.
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Old Mar 28, 2007 | 09:27 AM
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Originally Posted by LT4CompYell
So then, it is not linear, a 10 rwhp loss.

The delta betw. a 3.42 rear (first post) and a 4.10 rear is about 19%. And 19% of 342 rwhp is not 10 rwhp.
But that would be 19% of 60 HP, the loss. Or about 11.4 HP more loss. Actually, it would be less than that, because the parts that are different are the flywheel, clutch, propeller shaft and rotation parts of the transmission. The effective inertia of the differential, half-shafts, wheels and tires remains the same. You'd have to measure all the parts and calculate it out to be exact, but I'd say that 10HP figure is pretty close.
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