It was a fair criticism by Shannow that the base-oil quality index BOQI favored thinner oils over thicker oils.
Originally Posted by Shannow
I realized that if I multiply the BOQI by HTHSV, I get very similar numbers for these PAO blends.
BOQI II = BOQI x HTHSV
0W-20: 200
0W-30: 210
0W-40: 220
5W-30: 180
5W-40: 190
5W-50: 190
I also did the calculation for the Newtonian base stocks using KV150 and I got similar consistency. Note that during the HTHSV measurement, VII temporarily shears to a good extent.
Another interesting thing is the units.
BOQI II = BOQI x HTHSV ~ HTHSV / (CCS x NOACK)
Since HTHSV and CCS both have cP units, they cancel. You're left with 1/NOACK. Since NOACK is a rate (fractional evaporation in one hour), it has the units of inverse time. Therefore, BOQI II has the units of time. One can then postulate that BOQI II, which is in time units, is related to the oxidation-induction time or oxidative stability of the base oil.
Originally Posted by Shannow
I realized that if I multiply the BOQI by HTHSV, I get very similar numbers for these PAO blends.
BOQI II = BOQI x HTHSV
0W-20: 200
0W-30: 210
0W-40: 220
5W-30: 180
5W-40: 190
5W-50: 190
I also did the calculation for the Newtonian base stocks using KV150 and I got similar consistency. Note that during the HTHSV measurement, VII temporarily shears to a good extent.
Another interesting thing is the units.
BOQI II = BOQI x HTHSV ~ HTHSV / (CCS x NOACK)
Since HTHSV and CCS both have cP units, they cancel. You're left with 1/NOACK. Since NOACK is a rate (fractional evaporation in one hour), it has the units of inverse time. Therefore, BOQI II has the units of time. One can then postulate that BOQI II, which is in time units, is related to the oxidation-induction time or oxidative stability of the base oil.