popeye wrote:Ok, thanks for explaining the colloidal suspension model. That helps me think about it in a new way. However, since TDS measurements at time 0 (And all times) were based off spent pucks (that were dried and re-brewed) doesn't my original question still stand?
Perhaps I am misunderstanding the description of Jim's experiment. But if I understand correctly...
Jim prepared six baskets of identical dose, grind, and tamp, and produced six extractions, stopping them dead in their tracks at varying times: after the first drop (time zero) and then at six-second intervals. The six variously spent pucks were collected and sliced into three layers, presumably equal to the eye, not by mass. At this point we have 18 slices.
These 18 slices were then oven-dried, as was enough coffee to make two more fresh espressos. After drying, the two fresh unspent doses were brewed at different dose-to-water ratios. The eighteen slices were also used to make more espresso, at another ratio, but all of them at the same ratio.
NOTE: I do not understand Jim's nomenclature for expressing these ratios. A ristretto is about 1:1 in dose-to-beverage weight and normale 1:2 and lungo 1:3, per Andy's scheme. Jim, are you going by volume?
The TDS of each of these subsequent extractions was noted. These 18 rebrews were then taste-compared by Jim against the two fresh cups made from the oven-dried 100% unspent fresh coffee.
In light of my (mis?) understanding of the protocol, I am not sure what you are referring to by "TDS for all three segments".
popeye asked:
The TDS for all three segments at time zero (roughly) averages to the TDS for the coffee. Shouldn't this be expected, because all the coffee - minus one drop - is still in the filter basket? In fact, it seems to be a good reality check for the measurements. So is the bottom absorbing the top, or is the dissolved top just in the process of flowing through the bottom? Sorry if i missed something in the description.
Regards
Timo



