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Fluid in which the viscous stresses arising from its flow, at every point, are linearly proportional to the local strain rate—the rate of change of its deformation over time; the simplest mathematical model of fluid that account for viscosity.
Bone tissue is treated in this model as a porous elastically deformed solid filled with a viscous newtonianfluid.
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To really understand these materials, we need some knowledge of their opposite -that is, a Newtonianfluid.
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CFD runs were processed using the finite volume (FV) method assuming blood as a homogeneous Newtonianfluid.
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This method has been experimentally tested for Newtonianfluids for which the viscosity does not vary versus the gap dimensions.
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Here we investigate this feat by studying the undulatory movements of C. elegans in Newtonianfluids spanning nearly five orders of magnitude in viscosity.