Filter Efficiency: when small differences aren't small

1) The ISO standard seemingly uses whatever test flow rate the filter OEM asks them to use. How do you know one filter maker isn't using a wildly different flow rate than another for the same nominal filter? What if one OEM for a typical Honda spin-on says to use 3L/min and another says to use 5L/min? The test duration and injection rate are all scaled to these nominal flows which are not controlled by the standard. By my reading, there's nothing in the standard the precludes a filter manufacturer from sandbagging the test by using a lower nominal flow rate, because face velocity (flow rate per unit of media area) is a major contributor to effective filter efficiency. If you take two filters of identical media but one is twice as large as the other, the latter will have measurably superior filtration efficiency simply because the face velocity through the media is half as much.

This is why I always preferred to run a larger 3600 sized filter over a stock sized 4967 if it fits my engine. More media surface area is always good and also less differential pressure under the same flow conditions. The only downside to running a larger filter is that it needs to be pre-filled prior to install to avoid long oil pressure delays on first start as the pump primes the engine with new oil.

Machinery Lubrication online magazine talks about the benefits of running a larger filter in industrial applications to maximize service interval hours. https://www.machinerylubrication.com/Read/29114/dirt-holding-capacity

Fun fact, Donaldson is one of the few companies that make both stock size and oversized filters for same HD diesel engine and hydraulic systems applications under their BLUE / Duramax Synteq line of filters should space permit for one.
 
Here's another good Machinery Lubrication article, with some info about filter efficiency and wear. The take-away from Figure 1 is that with tighter journal bearings, it's more important to have better oil filtration. Modern engines do have pretty tight journal bearings, and the film thickness in journal bearings varies with oil viscosity, engine RPM and load, and therefore the bearing film thickness can get pretty small at times. Keeping as many particles out of the oil down to around 10u is beneficial. A filter that's rated at 99% @ 20u is going to be better for this than a much less efficient filter.

https://www.machinerylubrication.com/Read/31963/how-to-identify-and-control-lubricant-contamination
 
Hate to be a curmudgeon here, but...of course as gearheads and techies, we want the absolute best, or at least the best available. Have there been any rigorous studies that prove conclusively there is a performance difference between a say, 95% vs 99% efficiency in a filter? Is there noticeable wear? Does the engine start burning oil sooner?
 
Hate to be a curmudgeon here, but...of course as gearheads and techies, we want the absolute best, or at least the best available. Have there been any rigorous studies that prove conclusively there is a performance difference between a say, 95% vs 99% efficiency in a filter? Is there noticeable wear? Does the engine start burning oil sooner?
I believe there have been studies and they've concluded that the smaller molecules do the most wear over time . No I can't point to where the articles are at
 
Hate to be a curmudgeon here, but...of course as gearheads and techies, we want the absolute best, or at least the best available. Have there been any rigorous studies that prove conclusively there is a performance difference between a say, 95% vs 99% efficiency in a filter? Is there noticeable wear? Does the engine start burning oil sooner?
The difference between 95% @ 20u and 99% @ 20u isn't going to make a huge difference in wear, but a difference of say 50% @ 20u or 99% @ 40u compared to a 99% @ 20u filter over the long run would allow much more wear debris in the oil. The longer the OCI, the better it is to use a high efficiency oil filter. If the OCI was done every 1000 miles, the filter efficiency wouldn't matter as much.
 
I wish we knew the real numbers for the Subaru and Toyota filters , we know pretty much what the boss is and we like to tease about it . Millions and millions of Toyota's running around lasting quite a while on filters that are considerably less efficient than the boss . 🤔
true
 
I have had time to relect on my poorly chosen words on the Fram TG. I of all people should have known better. My apologies to all involved and although I will not be using up my stash of Fram TGs I will concede that they do in fact have a much better flow rate than the competition.
I stand corrected. 🧍‍♂️

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I can’t see a thing wrong with that filter 😉
 
The human brain does not correctly intuit how to assess differences in efficiency when they are expressed as percentages.

If I just ask you: "what is twice as efficient as 90% efficiency?", you'll probably have to stop and think a bit before you come up with 95%. I suspect many people couldn't even come up with 95% as the correct answer.

If I asked you: what is 10x the efficiency of 90%, would you correctly come up with 99%? Even if you could, the process of answering that meant you had to overcome a mental block inside you telling you that 9% more than 90% cannot possibly be ten times better. It's only 9% better, right? And it's probably intuitive to nobody that ten times better than 99% efficiency is 99.9% efficiency. Our brains think in integer values and percentages are misleading.

This is a major advantage of using Beta Ratio instead of a percentage value. Anyone can intuit that doubling the efficiency of a ß100 gives a ß200 and because we used beta ratio, this intuition is correct! Beta ratio is just the upstream to downstream ratio of particles above some reference size cutoff. Just think of it as a "Particle Ratio" if you want to de-jargon it a bit (greek letters always sound pretentious to me)

In another active thread, someone mentioned the basic Microguard filter is rated 95% efficiency at 29 micron, which seems unimpressive. The M1-110EPs I use in my Honda are rated 99% at 30 micron. Similar rating right?

Well, no. The M1 is actually FIVE TIMES more efficient than the standard Microguard. If we convert the efficiency rating to Beta, we can clearly see this.
Microguard: 95% efficient. 100 particles go in, 5 come out. This is a ß20 filter at 29 Microns.
M1-110EP: 99% efficient. 100 particles go in, 1 comes out. This is a ß100 filter at 30 microns.

The M1 is 5x the efficiency of the MG basic at least if we ignore the micron rating associated with that efficiency. More on this momentarily.

What's more, when we have multiple filtration stages, beta ratio allows a simple multiplication to give a correct answer for total efficiency. If I have two ß100 (>30micron) filters in series, I'd have a cumulative beta of 10,000. It's intuitive AND correct.


Now-- what about that particle size rating? How much does it matter if its rated at 30 micron (M1) or 29 micron (MG basic) or 25 micron (MG Select) or 20 micron (Fram ultra).

This is actually quite a bit more important than people realize, because the effective beta ratio of a filter can shift radically with particle size.


I have worked with a fuel filter that has a published beta ratio of >1000 at >7 micron. But if you lower the cutoff to >6 micron, the beta drops to >100. if you raise the particle cutoff size to >14 micron, the beta ratio would be mind bogglingly large. How large? Well, to have a statistical certainty of a single particle of 14 microns making it through the media, you would need to pass through that media 941 million Olympic swimming pools full of fuel that meets Cummins specs for tank fuel cleanliness.

So with this filter, the Beta changes by an order of magnitude in a single micron, and in 7 microns it became a number so large that it has 20+ digits in the beta ratio.

I point this out because it's tempting to dismiss the small differences that really aren't small even in particle size. In reality, the Microguard's 95% at 29 micron and the M1s 99% at 30 micron might be nearly the same and it's possible that the Microguard might even be better! Yes, a single micron can matter. Now, 29 vs 30 is not nearly as big as 6 vs 7, but these are differences of degree and not of kind.


The key takeaways here are that small difference in efficiency and small differences in micron size aren't really small differences in real world efficiency. Especially once you account for multipass and total quantity of stuff removed over a drain interval. A couple microns of points of efficiency can end up mattering quite a bit.

when small differences aren't small​

Are you trying to say that size really does matter?
 
Here's another good Machinery Lubrication article, with some info about filter efficiency and wear. The take-away from Figure 1 is that with tighter journal bearings, it's more important to have better oil filtration. Modern engines do have pretty tight journal bearings, and the film thickness in journal bearings varies with oil viscosity, engine RPM and load, and therefore the bearing film thickness can get pretty small at times. Keeping as many particles out of the oil down to around 10u is beneficial. A filter that's rated at 99% @ 20u is going to be better for this than a much less efficient filter.

https://www.machinerylubrication.com/Read/31963/how-to-identify-and-control-lubricant-contamination
Your post got me thinking of LSJr’s latest video on the GM recall and the switch to 0w40. It seems to me that thicker oil is in order with these newer vehicles that are geared really tall.

My accord doesn’t get past 2000 rpm in 10th gear until nearly 80mph. It will happily cruise at 1500rpm in 10th gear at 60mph. How thick is that oil film in the bearings at such low RPM? It seems to me that even a 30 grade might be a bit thin under those conditions since the engine will hit nearly 20psi of boost at such low RPM. That’s a LOT of stress on rod and main oil films to have so much cylinder pressure at such low RPM. (Heck this is why larger diesels all run 40 grade).

I’m kind of wondering now if I shouldn’t be trying some of this 15w40 HPL PCMO I have instead of the 5w30 Valvoline Euro Xl.
 
My accord doesn’t get past 2000 rpm in 10th gear until nearly 80mph. It will happily cruise at 1500rpm in 10th gear at 60mph. How thick is that oil film in the bearings at such low RPM? It seems to me that even a 30 grade might be a bit thin under those conditions since the engine will hit nearly 20psi of boost at such low RPM. That’s a LOT of stress on rod and main oil films to have so much cylinder pressure at such low RPM. (Heck this is why larger diesels all run 40 grade).
Yes, the combination of low RPM and high rod loads as you described is going to make the minimum film thickness suffer compared to higher RPM conditions. And throw in some possibly fuel dilution that further reduces the oil viscosity and it adds another negative factor to the bearing MOFT. No engine suffers from a highter HTHS viscosity oil, unless one thinks losing 0.1 MPG is "suffering".
 
The human brain does not correctly intuit how to assess differences in efficiency when they are expressed as percentages.

If I just ask you: "what is twice as efficient as 90% efficiency?", you'll probably have to stop and think a bit before you come up with 95%. I suspect many people couldn't even come up with 95% as the correct answer.

If I asked you: what is 10x the efficiency of 90%, would you correctly come up with 99%? Even if you could, the process of answering that meant you had to overcome a mental block inside you telling you that 9% more than 90% cannot possibly be ten times better. It's only 9% better, right? And it's probably intuitive to nobody that ten times better than 99% efficiency is 99.9% efficiency. Our brains think in integer values and percentages are misleading.

This is a major advantage of using Beta Ratio instead of a percentage value. Anyone can intuit that doubling the efficiency of a ß100 gives a ß200 and because we used beta ratio, this intuition is correct! Beta ratio is just the upstream to downstream ratio of particles above some reference size cutoff. Just think of it as a "Particle Ratio" if you want to de-jargon it a bit (greek letters always sound pretentious to me)

In another active thread, someone mentioned the basic Microguard filter is rated 95% efficiency at 29 micron, which seems unimpressive. The M1-110EPs I use in my Honda are rated 99% at 30 micron. Similar rating right?

Well, no. The M1 is actually FIVE TIMES more efficient than the standard Microguard. If we convert the efficiency rating to Beta, we can clearly see this.
Microguard: 95% efficient. 100 particles go in, 5 come out. This is a ß20 filter at 29 Microns.
M1-110EP: 99% efficient. 100 particles go in, 1 comes out. This is a ß100 filter at 30 microns.

The M1 is 5x the efficiency of the MG basic at least if we ignore the micron rating associated with that efficiency. More on this momentarily.

What's more, when we have multiple filtration stages, beta ratio allows a simple multiplication to give a correct answer for total efficiency. If I have two ß100 (>30micron) filters in series, I'd have a cumulative beta of 10,000. It's intuitive AND correct.


Now-- what about that particle size rating? How much does it matter if its rated at 30 micron (M1) or 29 micron (MG basic) or 25 micron (MG Select) or 20 micron (Fram ultra).

This is actually quite a bit more important than people realize, because the effective beta ratio of a filter can shift radically with particle size.


I have worked with a fuel filter that has a published beta ratio of >1000 at >7 micron. But if you lower the cutoff to >6 micron, the beta drops to >100. if you raise the particle cutoff size to >14 micron, the beta ratio would be mind bogglingly large. How large? Well, to have a statistical certainty of a single particle of 14 microns making it through the media, you would need to pass through that media 941 million Olympic swimming pools full of fuel that meets Cummins specs for tank fuel cleanliness.

So with this filter, the Beta changes by an order of magnitude in a single micron, and in 7 microns it became a number so large that it has 20+ digits in the beta ratio.

I point this out because it's tempting to dismiss the small differences that really aren't small even in particle size. In reality, the Microguard's 95% at 29 micron and the M1s 99% at 30 micron might be nearly the same and it's possible that the Microguard might even be better! Yes, a single micron can matter. Now, 29 vs 30 is not nearly as big as 6 vs 7, but these are differences of degree and not of kind.


The key takeaways here are that small difference in efficiency and small differences in micron size aren't really small differences in real world efficiency. Especially once you account for multipass and total quantity of stuff removed over a drain interval. A couple microns of points of efficiency can end up mattering quite a bit.
Very good point. Regarding flow vs filter efficiency, if you have an oil filter rated at 99% efficiency @ > 20 microns, and it's not made of synthetic media, obviously the flow may decrease due to the higher restriction/efficiency.
Would that lower flow affect the engine's oiling system flow rate in normal passenger car engines?
 
Very good point. Regarding flow vs filter efficiency, if you have an oil filter rated at 99% efficiency @ > 20 microns, and it's not made of synthetic media, obviously the flow may decrease due to the higher restriction/efficiency.
Would that lower flow affect the engine's oiling system flow rate in normal passenger car engines?
A more flow restrictive filter is only going to effect the oil pressure after the PD pump goes into pressure relief. And even so, the reduction of oil pressure is only going to be a few PSI difference. PD oil pumps are designed to over feed the engine with oil flow if the designer did it right, so cutting a few PSI of oil pressure at high RPM is still going to provide adequate oil flow to the oiling system. If a few PSI difference in oil pressure from different oil filters being used was so critical, you'd see damaged and blown up engines all over the place.
 
If the Ultra's media is effectively ß500 at 25µ vs the ß100 of the Microguard Select, that means the Ultra could internally leak 80% of the flow and still be just as good as the Microguard Select.

If you consider that OE filters for Japanese and German vehicles seem to be 99% efficient "only" at the 40 to 50 micron range, then at least we can say there is a consensus that you don't want particles larger than 50 microns getting through the filter.

Thus the problem with a Fram that leaks 5% to 15% of oil flow is that it is only 85% to 95% efficient above 50 microns which is worse than the "rock catchers" that are sufficient for Japanese vehicles to last hundreds of thousands of miles.

Reviewing literature of the OE filter manufacturers for the German brands, you will overall see an emphasis on sealing / preventing bypass and holding capacity (to prevent bypass). The integrity of filtering is very apparently the focus.

In air filters, both integrity and efficiency are stressed.
 
^^^ If a non-leaking filter was 99% @ 20u, and then had an internal leak of 20% past the media, then the efficiency would basically be 99% - 20% = 79% @ 20u. I think that would be a worse efficiency than 99% @ 25u.

Just look at the incoming particle count vs leaving particle count, and what's the resulting beta ratio. If there are 100,000 20u particles going in, and if 20% of them get past the media due to leakage, then 100,000 x 20% = 20,000 leaked past. Add that to the 100,000 x 0.01% that got through the 99% efficient media (1,000) = 21,000 total particles going out (vs 100,000 going in) went past the filter. Beta ratio of that is equal to 79% @ 20u.
 
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Thus the problem with a Fram that leaks 5% to 15% of oil flow is that it is only 85% to 95% efficient above 50 microns which is worse than the "rock catchers" that are sufficient for Japanese vehicles to last hundreds of thousands of miles.
Doesn't quite work that way. An internally leaking filter will shift the whole efficiency vs particle size curve down, like shown in the example below. If the filter was 99% @ 20u and had a 15% internal leakage the resulting efficiency would be 84% @ 20u. The loss in efficiency decreases slightly as the particle size decreases because the media itself is less efficiency as the particle size decreases.

1746645662329.webp
 
Doesn't quite work that way. An internally leaking filter will shift the whole efficiency vs particle size curve down, like shown in the example below. If the filter was 99% @ 20u and had a 15% internal leakage the resulting efficiency would be 84% @ 20u. The loss in efficiency decreases slightly as the particle size decreases because the media itself is less efficiency as the particle size decreases.

View attachment 277954
I think you may have misread my post because your graph is pretty much confirming the point I made.
 
I think you may have misread my post because your graph is pretty much confirming the point I made.
You said in post 74: "Thus the problem with a Fram that leaks 5% to 15% of oil flow is that it is only 85% to 95% efficient above 50 microns".

You referenced "above 50u", but my example says if the filter is 99% @ 20u then with a 15% internal leak it's going to be 79% efficient down to 20u, particles well below the "above 50u" you referenced. That's what I was pointing out.
 
You said in post 74: "Thus the problem with a Fram that leaks 5% to 15% of oil flow is that it is only 85% to 95% efficient above 50 microns".

You referenced "above 50u", but my example says if the filter is 99% @ 20u then with a 15% internal leak it's going to be 79% efficient down to 20u, particles well below the "above 50u" you referenced. That's what I was pointing out.

You were making a different point yet opened by saying:

Doesn't quite work that way.
 
You were making a different point yet opened by saying:
Re: my comment of "doesn't quite work that way" meaning it's not going to be like your claim of "only 85% to 95% efficient above 50 microns" with a 5% to 15% internal leak.

It's going to be 85% to 95% down to 20u if it was 99% @ 20u to start with. That's the point I'm clarifying. It's not going to be "only 85% to 95% efficient above 50 microns" as you claimed.

Here's another example showing how the whole efficiency curve is shifted down with a 15% internal leak on a non-leaking filter that's 99% @ 40u and 91% @ 20u without any internal leakage.

1746648895786.webp
 
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