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Strain linear

Show that for a viscoelastic material in which the modulus is given by (t) = At ", there will be a non-linear strain response to a linear increase in stress with time. [Pg.163]

The Kirchhoff hypothesis of linear strain variation through the laminate thickness applies (prior to degradation, if any after degradation, linear only through the thickness of each lamina). [Pg.258]

However, from the linear strain distribution through the plate thickness,... [Pg.432]

Appendix B. Frequency Cutoff in the Interaction Between the Tunneling Centers and the Linear Strain References... [Pg.96]

APPENDIX B FREQUENCY CUTOFF IN THE INTERACTION BETWEEN THE TUNNELING CENTERS AND THE LINEAR STRAIN... [Pg.200]

We see that it is not unreasonable to assume that only the phonons with fcZ < 6 will exert an appreciable linear strain on the domain. kR = 6 translates into ooc 2.5 a/ )(do. [Pg.201]

The function fj(y) represents the non-linear strain dependence of the deformed tube. The non-linear stress relaxation function in the reptation zone is thus... [Pg.268]

Fig. 16. Chain retraction in a tube under non-linear strain... Fig. 16. Chain retraction in a tube under non-linear strain...
Using the cone and plate rheometer the angle Q is forced in a sinusoidal manner, leading to linear strain being introduced in the polymer. The shear strain, y, is a sinusoidal function of time t with a shear rate amplitude of % as follows ... [Pg.92]

Other important parameters for the correlation between GJJ and GJ include the ductility or the failure strain, particularly the non-linear strain (Jordan and Bradley, 1988 Jordan et al., 1989) of the matrix resin, the bond strength of the fiber-matrix interface (Jordan and Bradley, 1987 Bradley 1989a, b), and the fiber V and their distributions in the composites (Hunston et al., 1987). A high failure strain promotes the intrinsic capacity of the resin to permit shear deformation, and is shown to increase the G and G. values almost linearly, the rate of increase being steeper for G j than for Gf. ... [Pg.333]

The fifth letter in the Greek alphabet hence, used to denote the fifth in a series (for example, the fifth methylene carbon in a fatty acid). 2. Symbol for molar absorption coefficient or extinction coefficient. 3. Symbol for permittivity (cq refers to permittivity of a vacuum refers to relative permittivity). 4. s, Symbol for degree of activation (lUB (1982) Eur. J. Biochem. 128, 281). 5. 8i, Symbol for degree of inhibition. 6. Symbol for efficiency. 7. Symbol for linear strain. 8. Symbol for emit-tance. [Pg.268]

A dimensionless quantity, symbolized by either s or e, for the change in length (/) due to some force or interaction per unit length thus, s = A///. Linear strain is also known as longitudinal strain. Relative elongation is also measured by A///. [Pg.426]

KAMLET-TAET SOLVENT PARAMETER KOPPEL-PALM SOLVENT PARAMETER ZVALUE LINEAR STRAIN Line formula,... [Pg.757]

LINEAR STRAIN Long-lived luminescence, PHOSPHORESCENCE JABLONSKI DIAGRAM LONG-RANGE LOOPS LOOSE ION PAIR ION PAIR... [Pg.757]

Figure 5.3 Schematic diagrams showing potential energy top) and applied stress (bottom) versus linear strain for crystalline solids with (a) strong bonds and (b) weak bonds. From K. M. Ralls, T. H. Courtney, and J. Wulff, Introduction to Materials Science and Engineering. Copyright 1976 by John Wiley Sons, Inc. This material is used by permission John Wiley Sons, Inc. Figure 5.3 Schematic diagrams showing potential energy top) and applied stress (bottom) versus linear strain for crystalline solids with (a) strong bonds and (b) weak bonds. From K. M. Ralls, T. H. Courtney, and J. Wulff, Introduction to Materials Science and Engineering. Copyright 1976 by John Wiley Sons, Inc. This material is used by permission John Wiley Sons, Inc.
Since dislocations are linear strain fields, if a crystal is treated in an appropriate atmosphere, impurity ions selectively precipitate along the dislocation. These can be detected by infra-red microscopes, and so the method was used to prove the presence of dislocations during the early period of dislocation studies. If a dislocation is decorated by metallic elements, the dislocations act as a resistance against etching, and only the portion apart from dislocations is etched, and decorated dislocations remain as protrusions. The resulting protrusions are etch hillocks. [Pg.113]

In works where the stationary flow was detected, the viscosity X = cr/x was, normally, either constant 16 20,31> or grew with increase of x 18 19-24 27> above 3r 0 (r 0 is the maximum shear viscosity) in the linear strain region. The intensive growth of viscosity X was detected, apparently, for the first time in Ref. 19). The greatest increase in viscosity X from 3r to 20ri was observed in Refs. I8 21,30>. In the same works the viscosity X started to drop after the growth (this shall be discussed in detail below). Usually the relationship x/rj (rj = a12/y is effective viscosity at stationary shear) is taken at different strain velocities, which could vary by more than an order of magnitude (see, for example, Ref.30>). The data on the existence of stationary flow and behavior of viscosity in this case, as well as descriptions of extended polymers are collected in Ref. 20>. [Pg.8]

Jc Critical non-linear strain energy release rate (J m-2)... [Pg.76]

It is important to use the exact strain tensor definition, Eq. (6), to achieve rotational invariance with respect to lattice rotation the conventional linear strain tensor only provides differential rotational invariance of u in Eq. (7).hierarchy of approximations may be used for the elastic tensor 7. The most rigorous approach is to transform the bulk elastic tensor c according to... [Pg.511]


See other pages where Strain linear is mentioned: [Pg.104]    [Pg.448]    [Pg.298]    [Pg.358]    [Pg.373]    [Pg.40]    [Pg.243]    [Pg.426]    [Pg.448]    [Pg.3]    [Pg.7]    [Pg.11]    [Pg.13]    [Pg.16]    [Pg.68]    [Pg.15]    [Pg.324]    [Pg.621]    [Pg.12]    [Pg.155]    [Pg.291]    [Pg.35]    [Pg.38]   
See also in sourсe #XX -- [ Pg.12 ]




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Linear Straining Shear Flow. High Peclet Numbers

Linear materials, stress-strain

Linear materials, stress-strain relationships

Linear straining flow

Linear stress-strain behavior

Linear viscoelastic range strain sweep experiments

Logarithmic linear strain

Natural linear strain

Non-linear strain

Plane Strain in Linear Viscoelasticity

Polymer rheology linear strain

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Stress-Strain Behavior - Linearity

Stress-strain curves linear viscoelasticity

Stress/strain conditions, linear elastic fracture mechanics

Viscoelastic behaviour, linear stress-strain

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