Articles
Tunnel Pasteurization in Carbonated Drink Manufacturing
![Tunnel Pasteurization in Carbonated Drink Manufacturing]()
{"ops":[{"attributes":{"bold":true},"insert":"Introduction"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Tunnel pasteurization"},{"insert":" is a critical process used by beverage manufacturers to ensure "},{"attributes":{"bold":true},"insert":"microbial safety"},{"insert":", "},{"attributes":{"bold":true},"insert":"product stability"},{"insert":", and "},{"attributes":{"bold":true},"insert":"extended shelf life"},{"insert":" in "},{"attributes":{"bold":true},"insert":"carbonated drinks"},{"insert":". This method involves heat treatment under "},{"attributes":{"bold":true},"insert":"controlled time and temperature"},{"insert":", typically below 100°C, to deactivate spoilage microorganisms without compromising product quality.\nFor "},{"attributes":{"bold":true},"insert":"food processing consultants"},{"insert":" and "},{"attributes":{"bold":true},"insert":"beverage plant designers"},{"insert":", tunnel pasteurizers represent a core component in designing "},{"attributes":{"bold":true},"insert":"GMP-compliant"},{"insert":" and "},{"attributes":{"bold":true},"insert":"cost-efficient"},{"insert":" food processing facilities."},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"bold":true},"insert":"Tunnel Pasteurization Process: Step-by-Step"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Filling & Sealing:"},{"insert":" Bottles/cans are filled with carbonated drink and sealed."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Conveyor Movement:"},{"insert":" They move through the tunnel on a belt system."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Heating Phase:"},{"insert":" Exposed to rising hot water spray or steam to reach the desired temperature."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Holding Phase:"},{"insert":" Maintained at pasteurization temperature to deactivate pathogens."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Cooling Phase:"},{"insert":" Bottles are gradually cooled using cold water sprays to prevent thermal stress."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Pasteurization Unit (PU) Calculation"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Pasteurization is quantified using "},{"attributes":{"bold":true},"insert":"Pasteurization Units (PU)"},{"insert":":\n"},{"attributes":{"bold":true},"insert":"1 PU = 1 min at 60°C"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"PU formula: PU = t × 1.393^(T-60), where "},{"attributes":{"code":true},"insert":"T"},{"insert":" is the temperature and "},{"attributes":{"code":true},"insert":"t"},{"insert":" is time in minutes"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"In "},{"attributes":{"bold":true},"insert":"carbonated beverages"},{"insert":", pasteurization typically occurs at "},{"attributes":{"bold":true},"insert":"80°C for 8–10 minutes at 13.5 bar"},{"insert":" pressure, making "},{"attributes":{"bold":true},"insert":"time and temperature"},{"insert":" more crucial than PU for such applications."},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"align":"center"},"insert":"\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Advantages and Disadvantages of Tunnel Pasteurization"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Food manufacturing consultants"},{"insert":" often recommend tunnel pasteurizers for their:\nCompatibility with "},{"attributes":{"bold":true},"insert":"automated beverage lines"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Effective for "},{"attributes":{"bold":true},"insert":"fragile glass containers"},{"insert":" with minimal breakage"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Support for carbonation up to "},{"attributes":{"bold":true},"insert":"2.5 g CO₂/L in cans"},{"insert":" and "},{"attributes":{"bold":true},"insert":"3.5 g CO₂/L in glass bottles"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Minimizes risk of product spoilage during downstream stoppages"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Limitations of Tunnel Pasteurization"},{"insert":"\nRestricted to "},{"attributes":{"bold":true},"insert":"low carbonation"},{"insert":" (typically < 1.25 CO₂ volume)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Requires "},{"attributes":{"bold":true},"insert":"precise pressure control"},{"insert":" and "},{"attributes":{"bold":true},"insert":"container strength"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Difficult to measure internal temperature of sealed bottles during the process"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"May involve "},{"attributes":{"bold":true},"insert":"high capital costs"},{"insert":" for auxiliary equipment"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Types of Tunnel Pasteurizer"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Walking Beam:"},{"insert":" Alternating lifting and moving mechanism"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Belt Type:"},{"insert":" Stainless steel belts convey the product"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Carrier Type:"},{"insert":" Channels attached to roller chains carry products through"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Anatomy of a Tunnel 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Effect of temperature on carbonation"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Temperature impacts "},{"attributes":{"bold":true},"insert":"CO₂ solubility"},{"insert":" in beverages:\n"},{"attributes":{"bold":true},"insert":"Higher temperature → less carbonation"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Lower temperature → better CO₂ retention"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Tunnel pasteurizers reduce carbonation loss by gradually heating and cooling the product. However, insufficient cooling can lead to:\n"},{"attributes":{"bold":true},"insert":"Flavor alteration (cooked taste)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Reduced carbonation retention"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Hence, cooling efficiency is critical in "},{"attributes":{"bold":true},"insert":"carbonated drink processing plants"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"attributes":{"bold":true},"insert":"Physical phenomena in containers during tunnel pasteurization"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"insert":"\nTunnel pasteurization induces "},{"attributes":{"bold":true},"insert":"thermal convection"},{"insert":" within containers:\n"},{"attributes":{"bold":true},"insert":"Heating:"},{"insert":" Hot liquid rises along the walls, cooler liquid sinks in the center"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Cooling:"},{"insert":" Reverse flow pattern occurs"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Further Reading"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"italic":true},"insert":"Briggs et al."},{"insert":" – Brewing: Science and Practice"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"italic":true},"insert":"Steen & Ashurst"},{"insert":" – Carbonated Soft Drinks"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"italic":true},"insert":"Jonas, Pavel"},{"insert":" – Modelling Tunnel Pasteurizers"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"italic":true},"insert":"Philip Ashurst"},{"insert":" – Chemistry of Soft Drinks and Juices"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Conclusion"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Tunnel pasteurization"},{"insert":" plays a vital role in maintaining the "},{"attributes":{"bold":true},"insert":"microbial safety"},{"insert":", "},{"attributes":{"bold":true},"insert":"carbonation stability"},{"insert":", and "},{"attributes":{"bold":true},"insert":"shelf life"},{"insert":" of carbonated beverages, particularly in "},{"attributes":{"bold":true},"insert":"glass and aluminum packaging"},{"insert":". Its gradual heating and cooling process minimizes thermal stress and ensures uniform product treatment — a key requirement for modern "},{"attributes":{"bold":true},"insert":"food and beverage engineering"},{"insert":".\nFor manufacturers and consultants involved in "},{"attributes":{"bold":true},"insert":"food factory design"},{"insert":", "},{"attributes":{"bold":true},"insert":"beverage plant automation"},{"insert":", or "},{"attributes":{"bold":true},"insert":"project management in the food industry"},{"insert":", tunnel pasteurization represents a reliable and scalable solution. While it does come with constraints like limited CO₂ tolerance and high equipment costs, its "},{"attributes":{"bold":true},"insert":"compatibility with automated production lines"},{"insert":", "},{"attributes":{"bold":true},"insert":"suitability for fragile packaging"},{"insert":", and "},{"attributes":{"bold":true},"insert":"process efficiency"},{"insert":" make it indispensable for high-quality carbonated drink production.\nIncorporating tunnel pasteurizers into your production line design is a smart investment — one that aligns with the goals of "},{"attributes":{"bold":true},"insert":"food technology consulting"},{"insert":", "},{"attributes":{"bold":true},"insert":"food processing consultancy"},{"insert":", and "},{"attributes":{"bold":true},"insert":"engineering-led factory optimization"},{"insert":".\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\n"}]}
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