Articles
Radio Frequency Heating in Food Processing
![Radio Frequency Heating in Food Processing]()
{"ops":[{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Introduction to Radio Frequency Heating"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Radio-frequency heating (RFH)"},{"insert":" is an advanced thermal processing technology used in the "},{"attributes":{"bold":true},"insert":"food processing industry"},{"insert":" for applications like "},{"attributes":{"bold":true},"insert":"pasteurization, sterilization, and drying"},{"insert":". It involves heating "},{"attributes":{"bold":true},"insert":"dielectric materials"},{"insert":" (such as food) at high frequency using "},{"attributes":{"bold":true},"insert":"electromagnetic and radio frequency waves"},{"insert":". Since most food products contain "},{"attributes":{"bold":true},"insert":"polar molecules like water"},{"insert":", RFH enables efficient heating by leveraging their "},{"attributes":{"bold":true},"insert":"dipole moment"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"RFH provides "},{"attributes":{"bold":true},"insert":"better penetration"},{"insert":" of waves in food compared to "},{"attributes":{"bold":true},"insert":"microwave heating (MWH)"},{"insert":" due to its "},{"attributes":{"bold":true},"insert":"lower frequency and larger wavelength"},{"insert":". This results in "},{"attributes":{"bold":true},"insert":"more uniform heating"},{"insert":" and an "},{"attributes":{"bold":true},"insert":"easier system configuration"},{"insert":", making it a preferred choice for various "},{"attributes":{"bold":true},"insert":"food manufacturing processes"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":" "},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":"Working Principle of Radio Frequency Heating"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Radio Frequency Heating"},{"insert":" works through a "},{"attributes":{"bold":true},"insert":"volumetric process"},{"insert":", heating dielectric materials such as food products using "},{"attributes":{"bold":true},"insert":"radio waves"},{"insert":" emitted from a "},{"attributes":{"bold":true},"insert":"magnetron and triode valve via electrodes"},{"insert":". The "},{"attributes":{"bold":true},"insert":"dielectric substance"},{"insert":" is placed between electrodes, where "},{"attributes":{"bold":true},"insert":"high radio-frequency voltage"},{"insert":" is applied. The radiations penetrate the food and interact with its components, including "},{"attributes":{"bold":true},"insert":"proteins, fats, and salts"},{"insert":", generating "},{"attributes":{"bold":true},"insert":"internal heat"},{"insert":" due to "},{"attributes":{"bold":true},"insert":"frictional interactions between molecules"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\t "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\t "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Mechanisms of RFH in Food Processing"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Two main mechanisms contribute to "},{"attributes":{"bold":true},"insert":"radio-frequency heating"},{"insert":" in the "},{"attributes":{"bold":true},"insert":"food industry"},{"insert":":\n"},{"attributes":{"bold":true},"insert":"Dielectric Interaction"},{"insert":" – Involves oscillation of "},{"attributes":{"bold":true},"insert":"water dipoles"},{"insert":", creating heat due to "},{"attributes":{"bold":true},"insert":"molecular collisions"},{"insert":"."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Ionic Interaction"},{"insert":" – Food contains ions like "},{"attributes":{"bold":true},"insert":"sodium and chloride"},{"insert":", which migrate toward the "},{"attributes":{"bold":true},"insert":"oppositely charged electrode"},{"insert":". The "},{"attributes":{"bold":true},"insert":"rapid polarity change"},{"insert":" causes resistance heating, generating heat through "},{"attributes":{"bold":true},"insert":"molecular collisions"},{"insert":"."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Compared to "},{"attributes":{"bold":true},"insert":"water dipoles"},{"insert":", "},{"attributes":{"bold":true},"insert":"dissolved ions"},{"insert":" are more significant contributors to heating. Since dairy products contain "},{"attributes":{"bold":true},"insert":"water, proteins, and salts"},{"insert":", they heat faster than pure water when subjected to "},{"attributes":{"bold":true},"insert":"radio-frequency heating"},{"insert":".\n\nFactors Influencing Radio Frequency Heating"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Several "},{"attributes":{"bold":true},"insert":"factors impact the efficiency"},{"insert":" of "},{"attributes":{"bold":true},"insert":"RFH in food processing"},{"insert":":"},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":"\n 1. Frequency of Radio Waves"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Lower frequency = Higher penetration depth"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Legally permitted RFH frequency for "},{"attributes":{"bold":true},"insert":"industrial food processing"},{"insert":" in the "},{"attributes":{"bold":true},"insert":"USA and Australia"},{"insert":" is "},{"attributes":{"bold":true},"insert":"915 MHz"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"2. Composition of the Food Material"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Different ingredients"},{"insert":" (water, fat, protein, minerals) affect "},{"attributes":{"bold":true},"insert":"dielectric properties"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Higher water and protein content = Faster heating"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Milk heats faster than water"},{"insert":" due to "},{"attributes":{"bold":true},"insert":"proteins and ionic components"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"3. Shape, Size, and Volume of the Food Product"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Higher density"},{"insert":" = "},{"attributes":{"bold":true},"insert":"Higher heating ratio"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Larger volume"},{"insert":" = "},{"attributes":{"bold":true},"insert":"Higher power consumption"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Viscosity, specific heat, and electrical conductivity"},{"insert":" influence "},{"attributes":{"bold":true},"insert":"heating rates"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Example:"},{"insert":" Milk fat heats up "},{"attributes":{"bold":true},"insert":"faster than milk"},{"insert":" due to its "},{"attributes":{"bold":true},"insert":"lower specific heat"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"4. System-Level Configurations"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Oven cavity size and shape"},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Positioning of dielectric material"},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Batch vs. continuous heating"},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Flow dynamics of charged ions and radio waves"},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"A "},{"attributes":{"bold":true},"insert":"power test"},{"insert":" is often used to determine the "},{"attributes":{"bold":true},"insert":"required energy"},{"insert":" for heating a "},{"attributes":{"bold":true},"insert":"specific sample volume"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"Microbiological Safety of Dairy Products"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"A significant concern in "},{"attributes":{"bold":true},"insert":"food processing and food consultancy services"},{"insert":" is "},{"attributes":{"bold":true},"insert":"microbial contamination"},{"insert":". Chemical-based "},{"attributes":{"bold":true},"insert":"pest control"},{"insert":" solutions pose "},{"attributes":{"bold":true},"insert":"environmental and health risks"},{"insert":", affecting "},{"attributes":{"bold":true},"insert":"nutrient retention"},{"insert":" in dairy products."},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"How RFH Enhances Food Safety"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Radio-frequency heating effectively inactivates pathogens"},{"insert":" like "},{"attributes":{"bold":true},"insert":"Listeria innocua"},{"insert":" and "},{"attributes":{"bold":true},"insert":"E. coli K-12"},{"insert":" in milk."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"E. coli is more sensitive to RFH than Listeria"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"RFH can achieve complete pathogen inactivation within <1 minute at 60-65°C"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Z-value (temperature coefficient)"},{"insert":" ensures bacteria are "},{"attributes":{"bold":true},"insert":"more heat-sensitive than nutrients"},{"insert":", protecting food quality."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Applications of Radio Frequency Heating in Dairy Processing"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"RFH and "},{"attributes":{"bold":true},"insert":"Microwave Heating (MWH)"},{"insert":" are widely used in the "},{"attributes":{"bold":true},"insert":"dairy and food industry"},{"insert":" for:"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Pasteurization and Sterilization"},{"insert":" – Neutralizes "},{"attributes":{"bold":true},"insert":"phosphatase enzyme"},{"insert":" in milk, offering "},{"attributes":{"bold":true},"insert":"better microbial safety"},{"insert":"."},{"attributes":{"align":"justify","list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Drying and Baking"},{"insert":" – Improves "},{"attributes":{"bold":true},"insert":"product quality"},{"insert":" while retaining "},{"attributes":{"bold":true},"insert":"nutrients"},{"insert":"."},{"attributes":{"align":"justify","list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Defrosting and Tempering"},{"insert":" – Reduces "},{"attributes":{"bold":true},"insert":"processing time"},{"insert":"."},{"attributes":{"align":"justify","list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Disinfestation"},{"insert":" – Eliminates "},{"attributes":{"bold":true},"insert":"harmful microorganisms"},{"insert":" without affecting "},{"attributes":{"bold":true},"insert":"taste or texture"},{"insert":"."},{"attributes":{"align":"justify","list":"ordered"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"RFH vs. Conventional Pasteurization"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"Unlike "},{"attributes":{"bold":true},"insert":"conventional thermal pasteurization"},{"insert":", RFH provides:"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Faster heating with uniform distribution"},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Better retention of nutrients"},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"More effective microbial protection"},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Due to its "},{"attributes":{"bold":true},"insert":"precise heating control"},{"insert":", RFH is gaining popularity in "},{"attributes":{"bold":true},"insert":"food business consultancy"},{"insert":", helping industries improve "},{"attributes":{"bold":true},"insert":"product quality"},{"insert":" while ensuring "},{"attributes":{"bold":true},"insert":"regulatory compliance"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\n"}]}
Back 
PMG stands for Projects Management Group. We provide state-of-the-art Engineering Services to build world-class food processing factories. 
Engineering is the difference between Chaos and Excellence. If you are going to do it, do it right. 
Explore the diverse range of Products in the Food Processing Industry. 
Explore the technologies at the heart of the the Food Processing Industry. 
