Just wanting to make sure I understand equilibrium brining, because I see what appear to be different interpretations of the stated salt/sugar amount.
I am making beef jerky and using these posts for some general direction:
http://smokinitforums.com/index.php?topic=1503.0
http://smokinitforums.com/index.php?topic=4626.0
If I understand the whole concept correctly, the percent salt will be determined by taking the weight of salt and dividing it by the total mass of meat and solutions. Keeping it simple ... if I had 500 g of meat, added 10 g salt and 490 g water, the total salt would be 1%, and that's what the meat will have upon reaching equilibrium. But the way I see the data being entered in some posts, only the weight of the meat is being considered. E.g. In Tony's recipe it says 73 g sugar and 3631 g of meat to target 2% sugar. 73/3631 is about 2%. But when you add an equal amount of water the total would be 1%. What's going on here? Is it really 1% that was the target.
I see that Gregor's spreadsheet seems to recognize this and indicates the actual % salt and sugar in the meat.
Is it simply that you know you really want 1 % sugar and just double the percent, knowing that you'll be adding equal parts water? In other words, how is Martin's calculator supposed to work?
One practical aspect of getting this right is that it seems like it could also affect the curing rate.
I am making beef jerky and using these posts for some general direction:
http://smokinitforums.com/index.php?topic=1503.0
http://smokinitforums.com/index.php?topic=4626.0
If I understand the whole concept correctly, the percent salt will be determined by taking the weight of salt and dividing it by the total mass of meat and solutions. Keeping it simple ... if I had 500 g of meat, added 10 g salt and 490 g water, the total salt would be 1%, and that's what the meat will have upon reaching equilibrium. But the way I see the data being entered in some posts, only the weight of the meat is being considered. E.g. In Tony's recipe it says 73 g sugar and 3631 g of meat to target 2% sugar. 73/3631 is about 2%. But when you add an equal amount of water the total would be 1%. What's going on here? Is it really 1% that was the target.
I see that Gregor's spreadsheet seems to recognize this and indicates the actual % salt and sugar in the meat.
Is it simply that you know you really want 1 % sugar and just double the percent, knowing that you'll be adding equal parts water? In other words, how is Martin's calculator supposed to work?
One practical aspect of getting this right is that it seems like it could also affect the curing rate.