Looking at building a batch pasteurizer for pasteurizing bottles after filling. I'd like to mate it to a Meheen-type filler so that post-fill it keeps up with a speed of app. 25-30 bttls per minute. I'm thinking of using 3 vats (first is 30 deg C, second is 72 deg C, third is back to 30 deg C) and lowering the bottles in bins into each vat for a prescribed amount of time.
So here's the fun part. Each temp-controlled vat will have "X" volume of water. Each bin of bottles will have "Y" number of bottles (assume 330 ml bottles). The question is what ratio of water to beer do I need to bring the bottles up (or down) to the temp of the water at a rate of 25 bttls (8.25 ltrs) per minute?
Let's further assume that the water in the vats is being constantly circulated within each vat to assure even temp distribution and that the vats are temp controlled so that the water remains at a (more or less) constant temp despite the thermal mass of the bottles being introduced. I have also not yet determined the number of bottles per bin - only that the bins need to move through the process at a rate of 25 bottles per minute. Thus, a bin can contain 25 bttls but then it can only get app. 1 minute per stage so that it keeps up with the filling line. Or it can contain 200 bottles in which case it gets 8 minutes per stage, etc.
Lastly, let's assume that I am an accountant and not an engineer so I need a formula that doesn't require an advanced physics background.
OK. Let's have at it.
So here's the fun part. Each temp-controlled vat will have "X" volume of water. Each bin of bottles will have "Y" number of bottles (assume 330 ml bottles). The question is what ratio of water to beer do I need to bring the bottles up (or down) to the temp of the water at a rate of 25 bttls (8.25 ltrs) per minute?
Let's further assume that the water in the vats is being constantly circulated within each vat to assure even temp distribution and that the vats are temp controlled so that the water remains at a (more or less) constant temp despite the thermal mass of the bottles being introduced. I have also not yet determined the number of bottles per bin - only that the bins need to move through the process at a rate of 25 bottles per minute. Thus, a bin can contain 25 bttls but then it can only get app. 1 minute per stage so that it keeps up with the filling line. Or it can contain 200 bottles in which case it gets 8 minutes per stage, etc.
Lastly, let's assume that I am an accountant and not an engineer so I need a formula that doesn't require an advanced physics background.
OK. Let's have at it.
Comment