2011
DOI: 10.1016/j.foodres.2011.01.005
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Microstructure of highly concentrated tomato suspensions on homogenisation and subsequent shearing

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Cited by 52 publications
(32 citation statements)
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“…Hence at lower concentrations, addition of small amounts of water dramatically reduced G´ and yield stress. Other researchers (Bayod & Tornberg 2011;) have also found a power law relationship between the solids fraction and the elastic modulus of plant cell wall based dispersions; however their power law exponents of 3 and 4 for carrot and tomato dispersions were considerably lower than those observed in this research. One of the major differences between this research and the plant based dispersions investigated by Lopez-Sanchez et al (2012) was the solids content.…”
Section: Effect Of Changing Phase Volume By Dilutioncontrasting
confidence: 81%
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“…Hence at lower concentrations, addition of small amounts of water dramatically reduced G´ and yield stress. Other researchers (Bayod & Tornberg 2011;) have also found a power law relationship between the solids fraction and the elastic modulus of plant cell wall based dispersions; however their power law exponents of 3 and 4 for carrot and tomato dispersions were considerably lower than those observed in this research. One of the major differences between this research and the plant based dispersions investigated by Lopez-Sanchez et al (2012) was the solids content.…”
Section: Effect Of Changing Phase Volume By Dilutioncontrasting
confidence: 81%
“…Several authors have determined phase volume of suspension of deformable particles using centrifugation (Bayod & Tornberg 2011;Garrec, Guthrie & Norton 2013;). The problem with the centrifugation technique is that the centrifugal force and the time of centrifugation all impact on the phase volume determined in this manner.…”
Section: Determining Phase Volume and Rcp Of A Suspensionmentioning
confidence: 99%
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“…24 The value 4 has been obtained for aggregate networks of colloidal particles 22 and this same value was predicted for such networks assuming that they are fractal. 25 In the work of Bayod et al 26 tomato suspensions were assumed to behave as fractal networks, 26 and this implies a fractal dimension of the network of 2.67≤Df≤2.85, based on the theoretical prediction G 0 / f 1=ð3ÀDf Þ for such networks. However, as noted above, it seems unlikely that such dense systems could contain self-similar structures over any significant range of length scales; a conclusion supported by microscopy.…”
Section: Discussionmentioning
confidence: 99%