Viscoelasticity: Difference between revisions

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<gallery>
File:Non-Newtonian_fluid.svg|Viscoelasticity
File:Elastic_v._viscoelastic_material.JPG|Elastic vs. Viscoelastic Material
File:Comparison_three_four_element_models.svg|Comparison of Three and Four Element Models
File:Maxwell_diagram.svg|Maxwell Diagram
File:Kelvin_Voigt_diagram.svg|Kelvin-Voigt Diagram
File:SLS.svg|Standard Linear Solid Model
File:SLS2.svg|Standard Linear Solid Model 2
File:Jeffreys_rheological_model.svg|Jeffreys Rheological Model
File:Burgers_model_2.svg|Burgers Model 2
File:Burgers_model.svg|Burgers Model
File:Weichert.svg|Weichert Model
File:Visco.jpg|Viscoelasticity
</gallery>

Revision as of 12:23, 18 February 2025

Viscoelasticity is a property of materials that exhibit both viscous and elastic characteristics when undergoing deformation. Viscous materials, like honey, resist shear flow and strain linearly with time when a stress is applied. Elastic materials, like rubber, strain when stretched and quickly return to their original state once the stress is removed.

Overview

Viscoelasticity is a complex property of a material represented by the tensor of viscosity for viscous materials and the tensor of elasticity for elastic materials. These tensors are combined into a single tensor in viscoelastic materials.

Mathematical Description

The mathematical models used to describe viscoelastic materials are the Maxwell model, the Kelvin-Voigt model, and the Standard Linear Solid Model. These models use differential equations to describe the material's response to stress and strain.

Applications

Viscoelasticity has a wide range of applications in various fields such as biomechanics, polymer physics, and rheology. In biomechanics, it is used to model the behavior of human tissue in response to stress. In polymer physics, it is used to describe the behavior of polymers in molten or solid state. In rheology, it is used to describe the flow of fluids that have a complex microstructure.

See Also


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