Nyakavt wrote:Thirsty Boy wrote:It's hard to know what the starting cell count is from a 10ml step off a slant, this is going to vary with the amount of yeast you put in there from the slant. . . .
The curve fit formula provided on the graph a couple pages ago works with any size starter (provided you are within 1 and 8 L / 100 billion cells) . . .
Yep, thats the problem - BUT - the graph you posted is why I think it might not be too bad an issue.
If you look at how it trends when you are adding small amounts of yeast to large (relative) amounts of wort, the significance of the starting number of cells diminishes as the relative difference increases.
So I scrape my inoculation loop over my slant - stir it into 5-10ml of wort - which is going to give me an amount of cells. But I am putting a tiny amount of yeast into a large amount of wort... I think that the final number of cells in that 10ml.. is going to be reasonably close whether I scooped 50million or 500million cells on the loop. The you repeat the ironing out of the difference by doing another "large step" by pitching the 10ml into 250ml.
I strongly suspect that pitching into such high wort ratios is going to result in the yeast pretty much breeding to the resource limit - which will result in a fairly similar number of cells in the final wort, regardless of how many you started with.
The starters will perhaps take different times to ferment out... but should finish pretty close to each other in total cell numbers - not the same I know, but pretty close.
Practically - I notice no significant difference in the volume of slurry I collect stepping up a starter from loop - 10ml - 250ml - 2L, than I do if I start by adding 10ml of wort to the entire slant.
So - Given Jamil's experience in translating this sort of stuff into a calculator - I wonder if that curve can be pushed with any accuracy down to the smaller sizes. Is there a point where the starting number of cells into a given volume of growth medium becomes unimportant? Or perhaps just less important? The graph says there is... but does the math translate into achievable reality? A point where you can say -- "no matter what you start with... if you make Xml of starter @ 1.040 - you will have approximately Y billion cells of yeast when it has fermented out" Start here!
In the meantime - I will just borrow a haemocytometer and some Methylene Blue from work and count the little buggers -- work it out from there. I'll translate that into mm of settled slurry in a tube and use that for future guesstimates.
A nice calculator that worked at small volumes would be so much nicer though

TB