2016
DOI: 10.1016/j.lwt.2016.04.014
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Rheological properties of fermented rice extract with probiotic bacteria and different concentrations of waxy maize starch

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Cited by 20 publications
(16 citation statements)
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“…Some reports have shown that this behavior is due to the breakdown of complex carbohydrates within the starch granules, allowing the leaching of amylose and subsequent SB or by the action of proteolytic enzymes, which release starches from the protein matrix (Oloyede, James, Ocheme, Chinma, & Akpa, ; Pranoto et al, ). Meanwhile, a decrease in the FV value was induced by starch molecule depolymerization because they are in contact with the metabolites of LAB, such as organic acids (Costa, Garcia, Ribeiro, Junior, & Caliari, ; Dias, Elias, Oliveira, & Helbig, ; Hirashima, Takahashi, & Nishinari, ).…”
Section: Resultsmentioning
confidence: 99%
“…Some reports have shown that this behavior is due to the breakdown of complex carbohydrates within the starch granules, allowing the leaching of amylose and subsequent SB or by the action of proteolytic enzymes, which release starches from the protein matrix (Oloyede, James, Ocheme, Chinma, & Akpa, ; Pranoto et al, ). Meanwhile, a decrease in the FV value was induced by starch molecule depolymerization because they are in contact with the metabolites of LAB, such as organic acids (Costa, Garcia, Ribeiro, Junior, & Caliari, ; Dias, Elias, Oliveira, & Helbig, ; Hirashima, Takahashi, & Nishinari, ).…”
Section: Resultsmentioning
confidence: 99%
“…The fermented rice extract with probiotic bacteria and different concentration of waxy maize starch presented rheological behavior similar to the traditional yogurts (Costa et al, 2016). Waxy maize starch have higher maximum viscosity and lower tendency to retrogradation than the normal maize starch, causing less water loss and it has been used to improve the rheological properties of fermented plant extracts type (Weber et al, 2009).…”
Section: Introductionmentioning
confidence: 88%
“…The apparent viscosity ( η a ) (Pa s) of the sample can be associated with γ . (s −1 ) applying Carreau (Khounvilay & Sittikijyothin, ) and Cross (Abbastabar, Azizi, Adnani, & Abbasi, ) models (Costa, Garcia, Ribeiro, Soares Junior, & Caliari, ) as follows: ηa=η+()η0η1+()γ./γ.c2m. ηa=η+η0η1+αnormalcγ.m. where η 0 is the zero‐shear viscosity (Pa s), η ∞ is the infinite‐shear viscosity (Pa s), γ c is the critical shear rate (s −1 ), α c is the time constant (s) that is related to critical shear rate, and m is the dimensionless parameter.…”
Section: Methodsmentioning
confidence: 99%