In comparing various Mobil 1 products in a 30 grade...
Despite not knowing the MRV for any of Mobil 1's 5w30 oils available (at least from ExxonMobil's United States website), it seems reasonable to believe that at very cold temperatures, any of them would have thickened more than Mobil 1's own 0W-30. Yet using Widman's viscosity graphing available at widman.biz, Mobil 1's 5w30 and 5w30 Extended Performance (EP) appears to not thicken as much as the 0w30 does. At 0 deg C, 5w30 is at 490 cSt, 5w30 EP is at 483 cSt, and 0w30 is up at 525 cSt. See attached graphic.
And because this is a mathematical model, the relationship between the four plot lines remains constant. The 0w30 is always a little thicker than either of the two 5w30 products (not counting the 5w30 ESP, which was thrown in out of curiosity).
So it seems that the viscosity graphs cannot be smooth…that is, they must curve back and bend depending on the temperature. And I suppose there is no way to model this with a simple mathematical calculator using only two data points (cSt at 40 deg C and at 100 deg C). So I say all that to pose the following questions (some directly related to viscosity and some not).
1) If we assume that there is some temperature at which the 5w30 oils will be thicker than the 0w30 oil, there has to be some temperature where the shape of the graphs change. Is there any possible way to estimate the temperature at which this change in behavior occurs?
2) A follow-on to question 1 above, down to what temperature should we have relative confidence in a mathematical model? We take the data at 40 deg C and at 100 deg C to be accurate, because it's provided by ExxonMobil. In theory, we could also take any modeling result near those temperatures (say at 30 deg C or at 90 deg C) to be accurate, because they're still close, and should be well represented by a model connecting those two points. But as you start to get down to 10 deg C, 0 deg C, and below…when do we lose confidence in the model?
3) Assuming that the model is fairly accurate down to moderately cold temperatures (perhaps as low as -10 deg C), it appears that 0w30 offers little benefit over either of the 5w30 grades in terms of startup viscosity (again, excluding the ESP product). With that general understanding, how relevant is dexos1 and HTO-06 to applications not requiring them? In other words, if each of these three oils can be considered to be nearly equivalent in terms of viscosity, would the dexos1 and HTO-06 certification on either of the 5w30 products identify them as slightly more robust compared with the API SN 0W-30? For what it's worth, they all meet GM 4718M.
I know this entire discussion can likely be filed in the "splitting hairs" folder, but learning is what BITOG is all about, right?
Despite not knowing the MRV for any of Mobil 1's 5w30 oils available (at least from ExxonMobil's United States website), it seems reasonable to believe that at very cold temperatures, any of them would have thickened more than Mobil 1's own 0W-30. Yet using Widman's viscosity graphing available at widman.biz, Mobil 1's 5w30 and 5w30 Extended Performance (EP) appears to not thicken as much as the 0w30 does. At 0 deg C, 5w30 is at 490 cSt, 5w30 EP is at 483 cSt, and 0w30 is up at 525 cSt. See attached graphic.
And because this is a mathematical model, the relationship between the four plot lines remains constant. The 0w30 is always a little thicker than either of the two 5w30 products (not counting the 5w30 ESP, which was thrown in out of curiosity).
So it seems that the viscosity graphs cannot be smooth…that is, they must curve back and bend depending on the temperature. And I suppose there is no way to model this with a simple mathematical calculator using only two data points (cSt at 40 deg C and at 100 deg C). So I say all that to pose the following questions (some directly related to viscosity and some not).
1) If we assume that there is some temperature at which the 5w30 oils will be thicker than the 0w30 oil, there has to be some temperature where the shape of the graphs change. Is there any possible way to estimate the temperature at which this change in behavior occurs?
2) A follow-on to question 1 above, down to what temperature should we have relative confidence in a mathematical model? We take the data at 40 deg C and at 100 deg C to be accurate, because it's provided by ExxonMobil. In theory, we could also take any modeling result near those temperatures (say at 30 deg C or at 90 deg C) to be accurate, because they're still close, and should be well represented by a model connecting those two points. But as you start to get down to 10 deg C, 0 deg C, and below…when do we lose confidence in the model?
3) Assuming that the model is fairly accurate down to moderately cold temperatures (perhaps as low as -10 deg C), it appears that 0w30 offers little benefit over either of the 5w30 grades in terms of startup viscosity (again, excluding the ESP product). With that general understanding, how relevant is dexos1 and HTO-06 to applications not requiring them? In other words, if each of these three oils can be considered to be nearly equivalent in terms of viscosity, would the dexos1 and HTO-06 certification on either of the 5w30 products identify them as slightly more robust compared with the API SN 0W-30? For what it's worth, they all meet GM 4718M.
I know this entire discussion can likely be filed in the "splitting hairs" folder, but learning is what BITOG is all about, right?