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Study on sodium caseinate foam stability by multiple light scattering

机译:酪蛋白酸钠泡沫的多次光散射稳定性研究

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Foams stability is a critical property for food applications. The main destabilisation processes of liquid foams are drainage, disproportionation and collapse. In the present work, destabilisation of foams prepared with sodium caseinate dispersions (2-10% w/w) were studied by multiple light scattering (Quick Scan). Results were corroborated by optical microscopy and a traditional volumetric method. Kinetics of drainage and collapse were fitted by the empirical equation alpha(t): alpha(max).t(n)/(t(n) + t(n) 1/2) where alpha(t) refers to the volume of drainage liquid (alpha(t)=V(t)) at time t or the normalised area of collapse (alpha(t) = A(c)(t)) at time t, while alpha(max) refers to the maximum volume of drained liquid (alpha(max) = V-max) or the maximum collapse area (alpha(max) = A(max)), n describes the sigmoidal character of the curve and t(1/2) is the half-life of drainage or collapse, respectively. Disproportionation kinetics was fitted by the exponential decay model BS(t) = a +b exp(-t/k), where BS(t) is the backscattering as a function of time, b refers to the maximum BS and k is inversely related to BS fall rate. From the results obtained it was possible to obtain parameters for destabilisation kinetics and determine the global stability of foams, which increase with the protein concentration.
机译:泡沫的稳定性是食品应用的关键特性。液体泡沫的主要去稳定过程是排水,歧化和塌陷。在目前的工作中,通过多次光散射(快速扫描)研究了酪蛋白酸钠分散体(2-10%w / w)制备的泡沫的失稳性。通过光学显微镜和传统的体积法证实了结果。排水和塌陷的动力学由经验方程式alpha(t)拟合:alpha(max).t(n)/(t(n)+ t(n)1/2),其中alpha(t)表示体积在时间t排空液体(alpha(t)= V(t))或在时间t塌陷的标准化面积(alpha(t)= A(c)(t)),而alpha(max)表示最大体积的排泄液体(alpha(max)= V-max)或最大塌陷面积(alpha(max)= A(max)),n描述曲线的S形特征,t(1/2)是半衰期排水或倒塌。歧化动力学由指数衰减模型BS(t)= a + b exp(-t / k)拟合,其中BS(t)是时间的后向散射,b表示最大BS,而k与逆相关到BS的下降率。从获得的结果中,有可能获得去稳定动力学的参数并确定泡沫的整体稳定性,其随蛋白质浓度的增加而增加。

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