Abstract
Considering a number of model fluids, the relation between the (measurable) apparent viscosity ηa and the (true) shear viscosity η is studied for some commonly used viscometers, like capillary, slit, plate-plate and concentric cylinders (including the influence of the bottom of the cylinder), as well as for one laboratory type of viscometer. As long as η is a purely monotonic function, a shift factor β < 1 allows one to deduce η from ηa. Though in general variable, it frequently suffices for practical purposes to use a constant shift factor (the constant being characteristic of the type of viscometer used). This does not apply to dilute solutions or any fluids with two plateau values for η. For plastic fluids, it is shown that Casson or Bingham behavior can — if valid at all — only describe the high shear stress limit of ηa.
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