2020
DOI: 10.1111/jfpp.15037
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The optimization of the drying process and vitamin C retention of carambola: An impact of storage and temperature

Abstract: Carambola is an excellent source of vitamin C (vit‐C) and possesses many nutritious properties. This research was directed to moisture sorption isotherm, air drying kinetics, and vit‐C degradation throughout blanching, storage, and drying of carambola. Fresh carambola contained 91.44% moisture and 24.2 mg/100 g vit‐C. The monolayer moisture content was 7.3 g/100 g solid according to Brunauer, Emmett, and Teller (BET) equation. The drying process (cabinet dryer) at different temperatures and sample thickness ex… Show more

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Cited by 5 publications
(7 citation statements)
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“… δMδt=20.25emDe0.25emnormalM. With, M, moisture content (db); t, time(s); D e , diffusion co‐efficient (m 2 /s); and ∆, mass transfer gradient. By following the assumptions: guava slices as in the form of infinite slab, negligible external mass transfer resistance, negligible temperature gradient within the sample being dried, a constant diffusion co‐efficient at any constant temperature; and drying from both faces, consequently the analytical solution of the Fick's second law could be rewritten as per Crank (1975) described in Rahman, Ahmed & Islam, (2018); Yeasmin, Rahman, Rana, Md Khan, and Islam (2020) as follows: MR=MtMeM0Me=0.25em8normalπ20.25emnormaln=normalo0.25em1()2normaln+12Exp.[]0.25em2n+12π20.25emDenormaltnormalL2 For low M e values and for MR < 0.6 Equation (2) can be written as, normalMnormaltnormalM0=8normalπ20.25emeπ2Denormalt/L2=8normalπ20.25ememt where, normalm=π2DenormalL2=Drying rate constant,s1 With, M o ...…”
Section: Methodsmentioning
confidence: 99%
“… δMδt=20.25emDe0.25emnormalM. With, M, moisture content (db); t, time(s); D e , diffusion co‐efficient (m 2 /s); and ∆, mass transfer gradient. By following the assumptions: guava slices as in the form of infinite slab, negligible external mass transfer resistance, negligible temperature gradient within the sample being dried, a constant diffusion co‐efficient at any constant temperature; and drying from both faces, consequently the analytical solution of the Fick's second law could be rewritten as per Crank (1975) described in Rahman, Ahmed & Islam, (2018); Yeasmin, Rahman, Rana, Md Khan, and Islam (2020) as follows: MR=MtMeM0Me=0.25em8normalπ20.25emnormaln=normalo0.25em1()2normaln+12Exp.[]0.25em2n+12π20.25emDenormaltnormalL2 For low M e values and for MR < 0.6 Equation (2) can be written as, normalMnormaltnormalM0=8normalπ20.25emeπ2Denormalt/L2=8normalπ20.25ememt where, normalm=π2DenormalL2=Drying rate constant,s1 With, M o ...…”
Section: Methodsmentioning
confidence: 99%
“…However, when it is present in fruits and vegetables, it is liable to heat, light, oxygen, pH, and the presence of enzymes (Santos & Silva, 2008) Temperature plays a crucial role in ascorbic acid degradation during the drying process (Santos & Silva, 2008). Many studies have been performed on the effect of drying temperature on ascorbic acid retention (Goula & Adamopoulos, 2010;Minuye et al, 2021;Yeasmin et al, 2021). An increase in drying temperature degrades the ascorbic acid.…”
Section: Ascorbic Acidmentioning
confidence: 99%
“…Hot water or steam blanching, a short heat treatment, is frequently applied before freezing at the industrial level for some vegetables, which is found to slightly decrease water-soluble compounds, including L-ascorbic acid [46]. Alternatively, the use of chemicals (often called "chemical" blanching) can be effectively applied to avoid the heat degradation and water leakage of nutritional compounds [47,48]. In Xanthakis et al 2018 [49], microwave-assisted blanching was proposed for frozen mangoes and shown to lead to a higher retention of the total Vitamin C in both low-temperature long-time and high-temperature short-time treatments.…”
Section: Effect Of Low Temperatures On Vitamin C Retentionmentioning
confidence: 99%
“…Yeasmin et al 2021 studied the effect of mechanical drying on Vitamin C degradation in carambola tissue at isothermal conditions of 65, 60 and 55 • C, assuming a first-order reaction (Equation ( 1)) as the primary model, whereas the Arrhenius equation (Equation ( 2)) was used as a secondary model to show the temperature impact on the degradation rate constant. Based on the authors' calculations, an E a of about 38.66 kJ/mole (9.24 kcal/g-mole) was estimated [47].…”
Section: Effect Of Processing Conditions On Vitamin C Lossmentioning
confidence: 99%
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