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USE OF THE BIRD‐LEIDER EQUATION IN FOOD RHEOLOGY
Author(s) -
DICKIE ANN M.,
KOKINI JOZEF L.
Publication year - 1982
Publication title -
journal of food process engineering
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.507
H-Index - 45
eISSN - 1745-4530
pISSN - 0145-8876
DOI - 10.1111/j.1745-4530.1982.tb00269.x
Subject(s) - rheology , shear rate , viscoelasticity , shear (geology) , materials science , shear stress , shear modulus , mechanics , viscosity , thermodynamics , composite material , physics
Shear stress development at inception of a constant shear rate was studied for marshmallow cream, peanut butter, squeeze margarine, tub margarine, whipped butter, whipped cream cheese and whipped dessert topping using the cone and plate geometry of the Rheometrics Mechanical Spectrometer. For most foods studied transient shear stresses showed increasing shear stress oversoots with increasing shear rate. At the highest shear rate of 100 s −1 , transient stresses were as large as 425% of the steady state shear stresses, with the actual magnitude of overshoot depending on the particular food investigated. The Bird‐Leider equation was chosen to model this time dependent flow behavior by incorporating both steady viscous and elastic properties of the foods. By assuming that the viscosity function and primary normal stress coefficient followed power‐law behavior, and constructing a time constant from the calculated parameters, the Bird‐Leider model provided a good prediction of maximum and steady state stresses as well as the time at which they occur, but only a crude prediction of shear stress decay. The model supplied two more empirical constants “a” and “b” where “a” can be regarded as a pseudo‐elastic modulus. Variation in “a” with shear rate shows that all materials studied are nonlinear viscoelastic.