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CR500
March 30th, 2015, 09:58 AM
I've read a few threads on the speedo calc but I still don't get it.

The car is a 2000 LS1 Corvette with manual transmission and 3.42 differential (H0103).

Stock rear tire = 275-40-18. When I plug that into the calculator it comes up with:
H0101 = 18802 (edit: fixed previous number what was in the wrong units)
H0102 = 11.70

When reading the stock tune it shows:
H0101 = 19280
H0102 = 40

My current dyno tune shows:
H0101 = 19884
H0102 = 40

Are these just minor tweaks to fine tune the speedo? The dyno tune is off the stock tune by over 5%. I'm thinking the tuner just copied / pasted from another cars tune and missed that the other car had different size tires.

I'm changing the rear tires to 305-35-18, the calculator indicates:
H0101 = 18984
H0102 = 40

Should I just start with 18984 and adjust according to my GPS at highway speed?

What is the calculation performed by the calculator?

Thanks!

joecar
March 31st, 2015, 04:02 AM
Is the Transaxle checkbox checkmarked...?

joecar
March 31st, 2015, 04:02 AM
Post your tune file.

turbo_bu
March 31st, 2015, 05:06 AM
FWIW - I've played with the speedo calculations on the full sized trucks. From what I have found, yes, the factory "tweaks" the cal to get the speedometer to read right. I did the hand calculations, and compared it to what was in the stock files from the factory. Yup, GM tweaks them to get the right :).

CR500
March 31st, 2015, 01:12 PM
Joecar, yes the box is checked!

Turbo_bu, thanks. Guess I'll go with the calculator value for the new tires and adjust according to my GPS. What is the calculation?

Rob

turbo_bu
April 1st, 2015, 05:06 AM
Example of what is calculated:

{H0101} Vehicle Speed Sensor Pulses per Kilometer 62763 Pulses/Km
{H0102} Vehicle Speed Sensor Pulses per Revolution 40 Pulses/Rev
{H0103} Differential ratio 3.71997 :1

{H0101} is calculated using the following formula:
tire size (T), H0102 (P) and H0103 (D) using the equation:
Pulses per mile: H0101=P*D*63360/(T*pi) where T is specified in inches.
Pulses per km: H0101=P*D*1000000/(T*pi) where T is specified in mm.

If you start plugging in your numbers you will probably see what the "theoretical" value is ... and what the actual factory value is.

CR500
April 1st, 2015, 12:54 PM
I must be doing something wrong.

T = Tire diameter (inches)
305-35-18 = 26.41"
T*pi = circumference = 82.96"

63360 = inches / mile

D = H0103 = Differential ratio = 3.42
P = H0102 = Pulses per rev = 40
H0101 = 40*3.42*63360/82.96 = ~104480 (calculator shows 18984)

turbo_bu
April 2nd, 2015, 02:53 PM
Not exactly sure, but seem to remember that under the Speedo Calculator there is a check box for Corvettes. The pop-up info for the check box says that the pickup is on the axle and not the transmission output. Guessing that this might be part of the issue??? I have not played with corvettes yet, mainly trucks, Camaro's and swaps.

Gordy M
April 3rd, 2015, 09:45 AM
When measuring your tire diameter it also makes a difference on the width of the rim. The 26.4" diameter for your tire is measured on a 12" wide rim. If you have hoosiers/kuhmo autocross tires on 10.5" wheels they will be a slightly larger diameter. The Corvette PCM will make the corrections based on axle rotation. I have changed tire sizes on both my Escalade and Corvette and the GPS shows the spedo to be very close to its reading based on 10 mile runs.

CR500
April 3rd, 2015, 12:36 PM
Turbo_bu, Joecar had asked about the checkbox and it is checked. It looks like when it is checked the calculator uses an H0102 of 11.7 (instead of 40). When I use that and calculate by hand (spreadsheet), I get close to the same result as the calculator. Curious why it isn't exact. I'm not rounding off and I'd expect the calculator isn't either.

I noticed that I made a mistake in post 1. I gave pulses / km from the calculator and pulses / mile from the tune. They are now both in pulses / Km and not that far off.

OEM Tune = 19280
Calculator = 18802
Difference = 2.5% probably due to GM tweaking for the actual tire rather than calculated values.

Calculated by hand = 18808, fairly close to the calculator.

Thanks

Rob