Difference between revisions of "Viscoelastic"
From Soft-Matter
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==Hookean Solid== | ==Hookean Solid== | ||
A Hookean solid is one that displays perfectly elastic behavior. This corresponds to the fact that an applied shear stress produces a shear strain in response. Recall that the shear stress (<math>\sigma</math>) is given by the applied force over the area, namely <math>\sigma = F/A</math>, and the shear strain (<math>e</math>) is given by <math>e = \Delta x/y</math>. | A Hookean solid is one that displays perfectly elastic behavior. This corresponds to the fact that an applied shear stress produces a shear strain in response. Recall that the shear stress (<math>\sigma</math>) is given by the applied force over the area, namely <math>\sigma = F/A</math>, and the shear strain (<math>e</math>) is given by <math>e = \Delta x/y</math>. | ||
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+ | [[Image:Cube.png|thumb|Caption text]] | ||
==Newtonian Liquid== | ==Newtonian Liquid== | ||
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+ | ==Example== | ||
+ | Since viscoelastic behavior comes in various forms, | ||
==References== | ==References== |
Revision as of 16:41, 12 September 2009
Definition
A substance that displays behavior that is both viscous and elastic is said to be viscoelastic. In this sense, viscoelastic materials are said to be a combination of the ideal (elastic) Hookean solid and the (viscous) Newtonian liquid, along with a time a dependence.
Hookean Solid
A Hookean solid is one that displays perfectly elastic behavior. This corresponds to the fact that an applied shear stress produces a shear strain in response. Recall that the shear stress (<math>\sigma</math>) is given by the applied force over the area, namely <math>\sigma = F/A</math>, and the shear strain (<math>e</math>) is given by <math>e = \Delta x/y</math>.
Newtonian Liquid
Example
Since viscoelastic behavior comes in various forms,