Applied Rheology: Publications

Contributions
matching >Tanner.R<

Follow the blue link(s) below for abstracts and full text pdfs .

  Author index
  Most cited recent articles
  Articles for free download
  Search conferences
S.-C. Dai, F. Qi, R.I. Tanner
Interpreting Shear Creep Data for Bread Dough Using a Damage Function Model

Appl. Rheol. 21:4 (2011) 45070 (6 pages)

We have interpreted the results of shear creep data on samples of bread dough, tested in a parallel plate rheometer, by using a damage function model. Whilst the agreement between calculation and experimental results is satisfactory for the dough for stress levels less than 500 Pa, increasingly large deviations from the predictions occur for stress levels of 500 and 1000 Pa. This is in contrast with the behaviour in simple shearing, where agreement with the damage function model can be obtained up to shear stresses of several kPa. It is therefore of interest to see why the discrepancy between model predictions and experiments occurs in shear creep at such low stress levels. It is shown that edge fracture in a parallel-plate rheometer, due to the second normal stress difference, N2, is responsible for the deviations and the model behaves quite well for stress levels 300 Pa and below, where edge fracture is not important. Therefore the edge fracture instability, which depends on N2, limits the range of stress which can be applied in shear creep tests.

Cite this publication as follows:
Dai S, Qi F, Tanner R: Interpreting Shear Creep Data for Bread Dough Using a Damage Function Model, Appl. Rheol. 21 (2011) 45070.


© Applied Rheology 2019