On 21 Jan 2020, at 21:40, Max Marshall <maxhasvi...@gmail.com> wrote:
So I’m bottling today, and plan on bottle conditioning 12 750ml champagne bottles as a little experiment. I”m figuring out how much yeast/dextrose/SO2 to put in, I have a sample with a hygrometer in it reading 1.000 SG at 60F and VOILA my refractometer is giving me in between 1.015 and 1.020 SG. I’m playing who do I trust now with both these devices. Both were purchased from my local brew equipment shop.
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It’s such an honour to have two of my favourite authors respond so quickly
calculated my dextrose and yeast needed for my bottle conditioning but it’s calling for sulfites as well. Should I do like I am sulfiting a must and wait a day before I bottle condition with my yeast/sugar?
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On 22 Jan 2020, at 15:37, Wes Cherry <w...@dragonsheadcider.com> wrote:
It should be possible to adjust for alcohol. Here’s a method to use a refractometer to monitor sg during fermentation. I haven’t used this method personally.
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It is possible to translate a refractometer reading to SG or Brix during fermentation, however it is not super accurate (yet).
I was fermenting 20+ batches of the same juice once, different yeast, taking both hydrometer and refractometer readings along the way.
The relation between the hydrometer and refractometer readings is pretty much linear:

I was able to derive a formula that could translate the refractometer readings into SG with 0.002 accuracy. I believe I could get an even better accuracy, but for the most of the experiment I was using a cheap chinese refractometer, and only for the last part I upgraded to a much better japanese model, and the readings became far less scattered. The formula worked fine only for this particular juice of course, as it was trained against only one Original Gravity. Basically the angle between these two trend lines above will be different for different OGs.
There are several formulas for correcting the refractometer reading, that account for OG, available in the Internet. The most modern I think is the one by Novotny: https://www.diversity.beer/2017/01/pocitame-nova-korekce-refraktometru.html (google translate is your friend!). It is used in some internet calculators afaik. The thing is that it has been trained with beer, which behaves slightly differently as maltose has other refractive properties than fructose - and because of this, when used for cider it suffers a slight 0.001-0.002 offset; hence overall I guestimate its accuracy for cider to be ~SG 0.004.
It is actually also worth to keep in mind, that even for a pure juice the refractometer reading will not be equal to hydrometer reading! It is only for a pure sucrose solution they will match. In the presence of maltose (hence in beer) the refractometer reading will be greater than hydrometer, hence the beer folks will talk about "wort correction factor" and will divide the refractometer reading by 1.04, if I remember right. In the apple juice it is the other way around - fructose makes the refractometer reading smaller:

Perhaps adding a "cider correction factor" to the formula would futher improve the accuracy.
I need to finally kick-off a little project for collecting data to derive the translation formula for cider.
Anyone would like to contribute with samples?
I only need two reading per sample: initial + after fermentation complete.
//Bartek
I have done additional measurements. My observations are:
1. Refractometer reading during fermentation follows decrease of SG/density in a linear way
2. It is possible to estimate the end reading of a refractometer, after fermentation complete
Hence:
3. Refractometer can be used to estimate how far the fermentation
progressed so far
4. It is possible to "translate" the refractometer reading during fermentation to a hydrometer reading (although with an error of ~ SG 0,002 / Brix 0,5)
The linear behavior was shown in my previous post. That was done
for multiple samples of the same juice, hence same OG and same
final alcohol content. Now I have measured aditional 7 juices,
with OG ranging from SG 1,040 to SG 1,060. I used digital
refractometer Atago PAL-1 and high-precision hydrometer from Alla
France with accuracy of 0,0002. The hydrometer is scaled in
density, which I converted to Brix using Circular 440 table.
Refractometer automatically accounts for temperature, while for
hydrometer I applied the corrections manually.
Readings for raw juice show difference between Brix readings from
refactometer and hydrometer. This is expected and explained in the
previous post.

The x-axis is in hydrometer Brix.
The measurements taken after the fermentation has completed show
major difference in the readings of both instruments. Hydrometers
and refractometer respond to the presence of alcohol completely
differently, which is well known.

There is plenty of calculators in the Internet that "correct" the
refractometer readings, to match hydrometer. They have been
primarily made for beer. There are several different formulas in
use, but I think the most recent is by Novotny, linked in previous
post. So I applied this correction to my mesurements, and found
that it underestimates the result with ~0,5Brix. I made exactly
the same observation when taking samples for my previous post,
which makes it >60 samples in total. Good thing is that the
results are "consistently" under-estimated! So in principle the
beer formula works. If I compensate with adding 0,5 Brix, all the
results come into SG 0.002 / Brix 0,5 accuracy window, comparing
to the hydrometer heading.

It leads to a final finding, which I think is the most
interesting. If I have a formula, I can predict what will be the
final reading for a refractometer, for any original SG/Brix:

x-axis is the original Brix of raw juice, y-axis is the expected value after fermentation.
Knowing the expected end value, I can use the refractometer to
monitor the fermentation progress same way as I can do with
hydrometer. The end value is estimated, so it cannot be expected
to be spot-on - but that is exactly the same for hydrometer, where
the end value is only expected somewhere around SG 1.000 / Brix 0.
In my case, the actual results were always within 0,25 Brix range
from the estimate, so quite accurate for usual use.
I realize this is only few samples, so not super trustworthy. But
since the patters are quite clear and matching expectations, I
thought it would be beneficial if I shared anyway.
By the way, if you want to implement the "Brix correction", this is the formula I have derived so far:
<corrected Brix> = ( <current Brix reading> - 0,366 *
<original Brix> + 0,165 ) / ( 0,634 + (0,165 / <original
Brix> ) )
This is basically Novotny formula, compensated with +0,5, and updated to give results in Brix.
Curious your thoughts.
//Bartek

Well.. your simple formula works perfectly on my datapoints :)
Good job!

mvh // Bartek
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