Articles
Toffee and Caramels: Sweet Science Behind Candy Perfection
![Toffee and Caramels: Sweet Science Behind Candy Perfection]()
{"ops":[{"attributes":{"header":2},"insert":"\n"},{"insert":"Introduction to Toffee and Caramel – Confectionery Industry Staples"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nToffee and caramel are iconic products in the "},{"attributes":{"bold":true},"insert":"confectionery and food processing industry"},{"insert":", renowned for their indulgent flavors, melt-in-the-mouth textures, and broad market appeal. These sweet treats are not only popular in retail candy shops but also feature heavily in gourmet desserts and snack food innovations.\n\nFrom a "},{"attributes":{"bold":true},"insert":"food technology consulting"},{"insert":" perspective, these candies offer fascinating opportunities in "},{"attributes":{"bold":true},"insert":"product formulation"},{"insert":", "},{"attributes":{"bold":true},"insert":"processing innovation"},{"insert":", and "},{"attributes":{"bold":true},"insert":"packaging solutions"},{"insert":"—all key areas for a "},{"attributes":{"bold":true},"insert":"food processing consultant"},{"insert":" or "},{"attributes":{"bold":true},"insert":"food manufacturing consultant"},{"insert":" working with confectionery manufacturers.\n\nUnderstanding the Key Differences: Toffee vs. Caramel"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nWhile both candies are sugar-based, the major distinction lies in their "},{"attributes":{"bold":true},"insert":"moisture content"},{"insert":" and "},{"attributes":{"bold":true},"insert":"ingredient ratios"},{"insert":":\n"},{"attributes":{"bold":true},"insert":"Toffee"},{"insert":": Traditionally milk-free, now includes milk solids for texture. Made from "},{"attributes":{"bold":true},"insert":"brown sugar, glucose syrup"},{"insert":", and "},{"attributes":{"bold":true},"insert":"butter fat"},{"insert":"."},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Caramel"},{"insert":": Made by heating carbohydrates with or without alkali. Has higher moisture content and smoother textures."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nBoth candies can be enriched with chocolate, nuts, or inclusions, offering great flexibility for "},{"attributes":{"bold":true},"insert":"value-added food product development"},{"insert":".\n\nKey Properties of Toffee and Caramel"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Texture and Composition"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nCaramel is prepared at 110–130 °C, with soft caramel containing around 10% moisture."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Texture is "},{"attributes":{"bold":true},"insert":"viscoelastic"},{"insert":", determined by fat droplets suspended in a matrix of sugars and proteins."},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Grained caramels"},{"insert":" or "},{"attributes":{"bold":true},"insert":"smooth toffees"},{"insert":" depend on crystallization control and cooking parameters."},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"For "},{"attributes":{"bold":true},"insert":"food industry consultants"},{"insert":", understanding these properties is essential for troubleshooting texture, shelf life, and product consistency."},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Manufacturing Process Flow"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"Stage 1: Pre-Mixing"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Separately prepares fat and aqueous phases"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Sugar, milk solids, and corn syrup are dissolved and blended"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"Stage 2: Emulsification"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Uses high-speed mixers"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Emulsifiers and milk proteins enhance texture"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"Stage 3: Cooking"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Cooked at 125°C–130°C for optimal texture (6–8% moisture)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Higher temperatures up to 145°C recommended for hot climate shelf stability"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"Stage 4: Cooling and Depositing"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Prevents overcooking"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Depositors shape the candy: slab, cut-wrap, or deposited pieces"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"This workflow supports food factories with either "},{"attributes":{"bold":true},"insert":"batch"},{"insert":" or "},{"attributes":{"bold":true},"insert":"continuous manufacturing systems"},{"insert":", essential knowledge for "},{"attributes":{"bold":true},"insert":"engineering consultants"},{"insert":" and "},{"attributes":{"bold":true},"insert":"project managers"},{"insert":" planning or upgrading confectionery production lines."},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"color":"#252525"},"insert":" 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"color":"#252525","italic":true},"insert":"Process flow diagram showing the manufacturing of Toffee and Caramel"},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"color":"#252525"},"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"Ingredients in Toffee and Caramel Formulation"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Functional Ingredients"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nSugar, corn syrup, milk solids, fat"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Determine core texture, flavor, and appearance"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Optional Ingredients"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nWater, salt, flavorings, emulsifiers"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Enhance shelf life, mouthfeel, and product appeal"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"From a "},{"attributes":{"bold":true},"insert":"food consultancy services"},{"insert":" angle, controlling ingredient quality and ratios is vital for "},{"attributes":{"bold":true},"insert":"consistent product development"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"attributes":{"bold":true},"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"Packaging and Storage Considerations"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Challenges in Confectionery Packaging"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nVulnerable to "},{"attributes":{"bold":true},"insert":"moisture, oxidation"},{"insert":", and "},{"attributes":{"bold":true},"insert":"temperature"},{"insert":" changes"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Requires barrier properties and durability"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Common Packaging Materials"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"LDPE"},{"insert":": Cost-effective, low WVTR, poor grease resistance"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"HDPE"},{"insert":": Better barrier, higher sealing temp"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"PP"},{"insert":": Excellent barrier, poor sealing improved with PVDC coating"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Other materials: PET, PA, PVC, metalized films"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Storage Guidelines"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nIdeal at "},{"attributes":{"bold":true},"insert":"25–30°C"},{"insert":", low relative humidity"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Proper storage preserves flavor and extends shelf life—crucial for "},{"attributes":{"bold":true},"insert":"export-focused food businesses"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Conclusion: Crafting Sweet Success"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nFrom ingredient selection and "},{"attributes":{"bold":true},"insert":"emulsification science"},{"insert":" to advanced "},{"attributes":{"bold":true},"insert":"cooking systems"},{"insert":" and "},{"attributes":{"bold":true},"insert":"strategic packaging"},{"insert":", the production of toffee and caramel is a perfect case study in "},{"attributes":{"bold":true},"insert":"food manufacturing consultancy"},{"insert":". These beloved treats embody the blend of tradition, technology, and taste—and remain a core area of growth in the "},{"attributes":{"bold":true},"insert":"food processing industry"},{"insert":".\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Food factories looking to expand their confectionery offerings can benefit immensely from "},{"attributes":{"bold":true},"insert":"expert consulting"},{"insert":" in equipment selection, processing optimization, and market-aligned packaging strategies."},{"attributes":{"align":"justify"},"insert":"\n"}]}
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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. 
