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Effect of Crosslink Density on Elastic and Viscoelastic Properties

Effect of Crosslink Density on Elastic and Viscoelastic Properties [Pg.323]

This chapter is devoted to a short deseription of low-strain mechanical properties of polymers in the sohd state and in the glass transition region, with an emphasis on the effeet of erosslinking on these properties. There are three degrees of complexity in the description of this behavior, depending on the number of variables taken into account in the constitutive equations under consideration. [Pg.323]

Lowest Leyel. At the lowest level, these equations could involve only two variables, the stress a and the strain e  [Pg.323]

This means that the mechanical behavior is regarded in relatively sharp intervals of time and temperature. Then, engineering moduli are generally sufficient to describe the material s behavior at low strains. They are interrelated by the following relationships  [Pg.323]

E can be determined from a uniaxial tensile (E = a/s), or a uniaxial compressive test, or a flexural test (Fig. 11.1a and Chapter 12) G can be determined from a shear test, G = s/y, where s is the shear stress and y is the shear strain (Fig. 11.1c) K can be determined from a compressibility test. [Pg.324]


See other pages where Effect of Crosslink Density on Elastic and Viscoelastic Properties is mentioned: [Pg.497]    [Pg.341]    [Pg.341]    [Pg.256]   


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Crosslink density

Crosslinking crosslink density

Crosslinking effectiveness

Crosslinking effects

Crosslinking properties

Crosslinks effect

Crosslinks elastically effective

Density effect

Density of crosslinks

Effect of Crosslink Density

Effect of Elasticity

Effect of crosslinking

Effect of density

Effective Crosslinking Density

Elastic and viscoelastic properties

Elastic effects

Elasticity and Density

Elasticity properties

Properties and Density

Viscoelastic effects

Viscoelastic properties

Viscoelasticity crosslinkers

Viscoelasticity properties

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