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A Practical Approach to Rheology and Rheometry

A Practical Approach to Rheology and Rheometry

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<strong>Rheology</strong><br />

9.8 Mathematical treatment of test results in retrospect<br />

For those who still remember using pocket slide-rules for calculating the shear<br />

stress, the shear rate <strong>and</strong> the viscosity, modern computerization still has the<br />

aura of a “miracle”. We can do now-a-days much more – see the WLF-Superposition<br />

– <strong>and</strong> much faster. Computers allow us <strong>to</strong> evaluate dynamic data <strong>and</strong><br />

thus establish the interdependence of viscosity <strong>and</strong> elasticity, <strong>and</strong> provide a<br />

long-time differentiation between elastic <strong>and</strong> viscous responses in creep <strong>and</strong><br />

recovery tests. We can present data in tabulated <strong>and</strong> graphical form <strong>and</strong> we<br />

can evaluate the significance of data <strong>to</strong> allow a better interpretation of results.<br />

But results are still dependent on the opera<strong>to</strong>r’s ability <strong>to</strong> provide optimum test<br />

conditions. One must be aware of the pitfalls of turbulence, non-linear viscoelasticity<br />

or of plug flow. While tests using computers can be so fully au<strong>to</strong>mated<br />

that one could think of reading a newspaper while the rheometer <strong>and</strong> computer<br />

do their work, it is still correct procedure <strong>to</strong> keep an eye on the extrudate at the<br />

die or the sample sheared in a cone-<strong>and</strong>-plate sensor system – at least when<br />

establishing a quality control test procedure for the first time for samples or<br />

batches which are known not <strong>to</strong> differ <strong>to</strong>o much in the long-term.<br />

243

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