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Original Articles

Rheological Properties of Soybean β-Conglycinin in Aqueous Dispersions: Effects of Concentration, Ionic Strength and Thermal Treatment

, , , , , & show all
Pages 264-279 | Received 02 Jul 2008, Accepted 11 Jul 2009, Published online: 25 Feb 2011

Figures & data

Figure 1 SDS-PAGE profiles of β-conglycinin. Lane 1: in the absence of β-mercaptoethanol (2-ME); and Lane 2: in the presence of 2-ME.

Figure 1 SDS-PAGE profiles of β-conglycinin. Lane 1: in the absence of β-mercaptoethanol (2-ME); and Lane 2: in the presence of 2-ME.

Figure 2 DSC profiles of β-conglycinin (20% w/v) in 50 mM phosphate buffer (pH 7). A: without NaCl; B: with 0.5M NaCl.

Figure 2 DSC profiles of β-conglycinin (20% w/v) in 50 mM phosphate buffer (pH 7). A: without NaCl; B: with 0.5M NaCl.

Figure 3 Steady shear viscosity of β-conglycinin in aqueous dispersions (20°C), as a function of shear rate. Diamonds represent 3%, circles 5%, squares 7% and triangles 10% concentration of β-conglycinin. The filled represents down curve, while the empty up curve.

Figure 3 Steady shear viscosity of β-conglycinin in aqueous dispersions (20°C), as a function of shear rate. Diamonds represent 3%, circles 5%, squares 7% and triangles 10% concentration of β-conglycinin. The filled represents down curve, while the empty up curve.

Figure 4 Frequency dependence of β-conglycinin in aqueous dispersions (20°C, strain = 0.1). Diamonds represent 3%, circles 5%, squares 7% and triangles 10% concentration of β-conglycinin. The filled represents G′, while the empty G′′.

Figure 4 Frequency dependence of β-conglycinin in aqueous dispersions (20°C, strain = 0.1). Diamonds represent 3%, circles 5%, squares 7% and triangles 10% concentration of β-conglycinin. The filled represents G′, while the empty G′′.

Figure 5 Steady shear viscosity (empty) and dynamic viscosity (filled) of β-conglycinin in aqueous dispersions at 20°C (from down to up). Circles represent 5%, squares 7% and triangles 10% concentration of β-conglycinin. Due to very low modulus, 3% concentration was not tested.

Figure 5 Steady shear viscosity (empty) and dynamic viscosity (filled) of β-conglycinin in aqueous dispersions at 20°C (from down to up). Circles represent 5%, squares 7% and triangles 10% concentration of β-conglycinin. Due to very low modulus, 3% concentration was not tested.

Figure 6 Steady shear viscosity of β-conglycinin (10% w/v) in aqueous dispersions at 20°C, as a function of shear rate. Triangles represent without NaCl, squares 0.125M, circles 0.25M and diamonds 0.5M concentration of NaCl. The filled represents down curve, while the empty up curve.

Figure 6 Steady shear viscosity of β-conglycinin (10% w/v) in aqueous dispersions at 20°C, as a function of shear rate. Triangles represent without NaCl, squares 0.125M, circles 0.25M and diamonds 0.5M concentration of NaCl. The filled represents down curve, while the empty up curve.

Table 1 Rheological parameters of the Carreau model

Figure 7 Frequency dependence of β-conglycinin (10% w/v) in aqueous dispersions (20°C, strain = 0.1). Triangles represent without NaCl, squares 0.125M, circles 0.25M and diamonds 0.5M concentration of NaCl. The filled represents G′, while the empty G′′.

Figure 7 Frequency dependence of β-conglycinin (10% w/v) in aqueous dispersions (20°C, strain = 0.1). Triangles represent without NaCl, squares 0.125M, circles 0.25M and diamonds 0.5M concentration of NaCl. The filled represents G′, while the empty G′′.

Figure 8 Thermal gelation profiles of β-conglycinin (10% w/v) in aqueous dispersions. Triangles represent without NaCl, diamonds with 0.5M NaCl. The filled represents G′, while the empty G′′.

Figure 8 Thermal gelation profiles of β-conglycinin (10% w/v) in aqueous dispersions. Triangles represent without NaCl, diamonds with 0.5M NaCl. The filled represents G′, while the empty G′′.

Figure 9 Strain dependence of β-conglycinin (10% w/v) in aqueous dispersions by shear stress ‘τ’ (crossover) sweep measurements (20°C, f = 0.628 rad·s−1) before heating. The filled represents first run, while the empty second run.

Figure 9 Strain dependence of β-conglycinin (10% w/v) in aqueous dispersions by shear stress ‘τ’ (crossover) sweep measurements (20°C, f = 0.628 rad·s−1) before heating. The filled represents first run, while the empty second run.

Figure 10 Strain dependence of β-conglycinin (10% w/v) in aqueous dispersions by shear stress ‘τ’ (crossover) sweep measurements (20°C, f = 0.628 rad·s−1) after heating (20°C → 80°C-holding for 30 min-80°C → 20°C).

Figure 10 Strain dependence of β-conglycinin (10% w/v) in aqueous dispersions by shear stress ‘τ’ (crossover) sweep measurements (20°C, f = 0.628 rad·s−1) after heating (20°C → 80°C-holding for 30 min-80°C → 20°C).

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