2023
DOI: 10.1016/j.afres.2023.100271
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Simple modelling of time-temperature profiles in food during baking

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Cited by 3 publications
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“…The temperature of gelatinization is dependent on the amylopectin crystal stability [12]. The baking process can also be mathematically modeled, following some general assumptions, such as (1) that bread is homogeneous and porous, (2) Fourier's Law of heat by conduction, (3) that liquid diffusion occurs only in the crumb and vapor diffusion in the crust, and (4) that no volume change occurs [13,14]. Although in the literature, reports on the degree of PB in combination with the bread core temperature are found [7,15], it is still under investigation what the actual implication of the PB degree and crumb core temperature is on the end-product's quality.…”
Section: Introductionmentioning
confidence: 99%
“…The temperature of gelatinization is dependent on the amylopectin crystal stability [12]. The baking process can also be mathematically modeled, following some general assumptions, such as (1) that bread is homogeneous and porous, (2) Fourier's Law of heat by conduction, (3) that liquid diffusion occurs only in the crumb and vapor diffusion in the crust, and (4) that no volume change occurs [13,14]. Although in the literature, reports on the degree of PB in combination with the bread core temperature are found [7,15], it is still under investigation what the actual implication of the PB degree and crumb core temperature is on the end-product's quality.…”
Section: Introductionmentioning
confidence: 99%