ESPY
Well-Known Member
A buddy of mine brewed a porter that finished around 1030 so we have been contemplating attenuation rates and there's something we're wondering: To truly get an accurate measure of attenuation and/or FG, shouldn't you calculate it based on the amount of fermentable sugars and not the total OG? Here's an example to illustrate my point:
Porter with OG of 1.072. Approx 14 gravity pts come from unfermentables. Let's suppose you get attenuation of 75%. Most software predict FG as 72-(.75x72) = 18, right? But you know that 14 of the 72 pts won't ferment. Shouldn't the calculation be FG = 72-[(72-14)x.75] = 28.5?
Alternately, you would calculate % attenuation from OG and FG as follows: (OG-FG) / (OG - pts from unfermentables). In by friend's porter example, (72-30) / (72-14) = 72.4%. I think Promash is calculating his attenuation as (72-30)/72 = 58%.
This doesn't seem like any huge revelation to subtract unfermentables out of the attenuation calculation, but we've never seen it done. Anyone know why this isn't done?
Thanks,
SP
Porter with OG of 1.072. Approx 14 gravity pts come from unfermentables. Let's suppose you get attenuation of 75%. Most software predict FG as 72-(.75x72) = 18, right? But you know that 14 of the 72 pts won't ferment. Shouldn't the calculation be FG = 72-[(72-14)x.75] = 28.5?
Alternately, you would calculate % attenuation from OG and FG as follows: (OG-FG) / (OG - pts from unfermentables). In by friend's porter example, (72-30) / (72-14) = 72.4%. I think Promash is calculating his attenuation as (72-30)/72 = 58%.
This doesn't seem like any huge revelation to subtract unfermentables out of the attenuation calculation, but we've never seen it done. Anyone know why this isn't done?
Thanks,
SP