@JHulen , I apologize for the hijacking that is about to happen here, but at least I think we have answered your question in a number of ways, so that's a plus.
A few things:
1.) Sauermalz, aka Acidulated Malt is just that:
Malt. The best way to model it is as a malt, i.e. using titration parameters.
In fact, the best luck I have ever had with it has been after switching to the pH DI, a1, a2, and a3 Q equation. No more strength modifiers, no more guessing what % of Lactic it is.
2.) Sauermalz, AFAIK based on academic texts and industry papers is
NOT treated with straight Lactic Acid, but rather Sauergut (Biological Acid) at a much lower acid %. To further complicate things, you also can
NOT treat Sauergut as an equivalent to straight Lactic Acid.
I always go back here:
https://www.homebrewtalk.com/forum/...z-of-a-typical-acid-malt.662019/#post-8510857
Kai understands the chemistry so when he says the acid equivalence is 3.5% he is talking about approximate acid equivalence in a narrow range of pH.
What you would have to do is plot out the titration curve of Sauermalz and the titration curve of Lactic Acid and then scale the Lactic Acid curve to come as close as possible to the Sauermalz curve over some range of interest (presumably the range of desired mash pH's). The curves below do this for 1 kg of Weyermann's Sauermalz and 31.3 grams of lactic acid.
The fit was done over the region pH 4.6 to 6 and, as the graph shows, the match is perfect at about 5.45. In other words, 31.3 grams of lactic acid are equivalent in acidity to 1 kG of Weyermann's Sauermalz at pH 5.45. At any other pH this equivalent does not hold. Thus at pH 5.45 Weyermann's Sauermalz has an effective lactic acid content of 3.13%.
So in fairness, even a blind squirrel finds a nut every now and then and I guess having an approximation that relates Sauermalz by weight to an equivalent in 88% Lactic Acid is some form a primitive blind squirrel nut radar.
The problem is you won't know exactly what pH your mash will settle to and if you estimate the Sauermalz weight based on one value and your mash settles at 5.2, the acid characteristics of the addition could skew things. Then you are messing with acid percentages of Sauermalz or Strength modifiers and chasing your tail.
Full disclosure: I am a proponent of the proton deficit model so my biased opinion is that modeling Sauermalz as a malt using the following:
Q (mEq) Sauermalz = kg * (a1 * (pHz - pHDI) + a2 * (pHz - pHDI) ^2 + a3 * (pHz - pHDI) ^3)
is the best way to estimate the acid characteristics of Sauermalz.
This has worked best for me but also has it's drawbacks, namely the fact that you need all the titration information to use it.
Fortunately, however, I have confidence in the known characteristics for a few reasons:
1.) The deLange and Walts data show relative parity across pH DI, a1, a2, and a3;
2.) I've got 4 years of Weyermann Malt Analysis data showing Sauermalz pH DI as rock solid for that period as well as acid content.
The verdict?
Why does the titration information seem rock solid while conventional wisdom says that there is a ton of variance in Sauermalz?
This is likely due to some of the technical stuff shown above, i.e. assuming you can model Sauermalz by weight as an equivalent to 88% Lactic Acid (at static pHz) whereas titration takes pHz into account dynamically, i.e. Q (mEq) changes with pHz.
Just my $0.02...