Oddley wrote:jane wrote:Dear All,
I am really quite confused now. I thought I had a pretty good understanding of method 2. As I see it the equation is telling us about ppm of the brine and meat as a unit (hence adding them together) at equilibrium and nothing else. You have to then work out the actual amount of nitrite in the meat from the ppm.
NCPauls recipe contains 1200g meat and 600g brine with 1g nitrite added.
so the calculation goes
1 x 1000,000/1200 + 600 = 555.5 ppm
this is 555.5 mg/kg distributed through the brine and meat
so in the brine you have
555.5 mg/kg x 0.6 kg = 333.3 mg nitrite
and in the meat you have
555.5 mg/kg x 1.2 kg = 666.6 mg nitrite
This 2:1 ratio reflects the 2:1 ratio of the recipe
If he was using 500 mg meat the calculation would be
1 x 1000,000/500 + 600 = 909 ppm
Again distributed though the meat and brine
909 mg/kg x 0.5 kg = 454.5 mg nitrite in the meat
909 mg/kg x 0.6 kg = 545.6 mg nitrite in the brine
This too reflects the ratio of meat to brine
I don't see where the problem with this is. It doesn't tell us anything about the percentage of water in the meat but I am not at all sure that it needs to. It also tells us nothing about time because it is assumimg that equilibrium will be reached and that experienced curers know how long this will take.
It seems to me that this calculation can be used for any size of meat as long as you are prepared to leave it in the brine until it reaches equilibrium.
I may be missing something crucial so please let me know...
Jane
The above method is perfectly fine. You obviously have a grasp of this particular formula.
I never use method 1 as in pickup, as I never know how much it will pick up. I personally, only use it for calculating pumped meat, there you know exactly how much it's going to pickup, apart from drip of course.
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