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Shear time

Fig. 7. Decay of shear stress during steady shear at various shear rates. Determination of zero-time shear stresses or yield stresses and equiUbrium shear... Fig. 7. Decay of shear stress during steady shear at various shear rates. Determination of zero-time shear stresses or yield stresses and equiUbrium shear...
Rheological parameters, such as relaxation time, shear modulus, and stored elastic energy, are determined from the extrudate swell and stress-strain data as previously described. Representative examples of the variation of these parameters with blend ratios for both blends are shown in Figs. 16-18. Figure 16 shows that relaxation time for both preblends without heating and... [Pg.616]

The plot of the rheological parameters (relaxation time, shear modulus, and stored elastic energy) are shown in Figs. 22-24. The relaxation time increases as the ACM content is increased to attain a maximum at 60 40 = ACM XNBR blend ratio for the preblends. For lower shear rate the rise is sharp and after 60 40 blend ratio, // remains almost constant, whereas for the higher shear rate region the rise is not sharp and after 60 40 blend ratio ty decreases as ACM percent increased in the blend. In the case of the preheated blends the /y increases up to 50 50 blend ratio and then decreases with the addition of ACM in the blend. The preheating increases the ty in both shear rate regions. [Pg.618]

The rheology of hydroxypropylguar is greatly complicated by the cross-linking reactions with titanium ions. A study to better understand the rheology of the reaction of hydroxypropylguar with titanium chelates and how the rheology depends on the residence time, shear history, and chemical... [Pg.253]

Temperature, temperature difference Dimension of temperature Residence time shear stress... [Pg.53]

When strength-of-materials considerations are not signilicant design features of an anticipated device, one can use strategies that seek to prevent the adsorption of proteins and cells. As Table 6.1 illustrated, a strategy to accomplish this would be to use hydrophilic polymers. The interaction of proteins and surfaces is a complex subject and depends on the nature of the protein, associations with other proteins, time, shear, and other factors including the chemistry of the surface. [Pg.133]

With metals, the modulus is stress divided by strain (Young s modulus) and is both a ratio and a constant. In the case of polyurethanes, the load defection curve is linear only over the first few percent. The Young s modulus is calculated in this area. As the curve passes through the origin, the modulus is the same in compression as in tension. Work has also shown that the Young s modulus is three times shear modulus (Wright and Cummins, 1969). [Pg.121]

In the epoxy adhesive industry, fillers are generally added as a batch process rather than a continuous process. Batch systems are especially suited to short-run operation in which additives and materials are often changed. They allow for greater control of residence time, shear, and temperature, and they can accommodate a feed rate that is not free-flowing. [Pg.393]

Using a Couette device, which consists of a pair of concentric cylinders, with the inner one rotating, it is possible to generate approximately uniform shear on chocolate. The temperature of the device can be controlled and varied this allows a controlled temperature-time-shear pattern to be provided. Figure 22.5 shows the DSC trace for milk chocolates processed at different shear rates (Stapley, Tewkesbury and Fryer 1999). The phase change temperatures are lower than those shown in Table... [Pg.534]

The optimum horizontal tracking speed was found to be 40 mm/min acquiring 1100 data points, i.e. a horizontal spacing of 36 microns/data point. For measurement, a sample of liquid chocolate which has received a known temperature-time-shear profile is placed within a solidification rig that consists of a mould with known coefficient of expansion, contained in a temperature-controlled holder. [Pg.539]

When samples are aged or stressed, an evaluation and interpretation of particle size distributions can become more difficult. While stress in its different expressions (temperature, time, shear) leads almost always to an increase in particle size of both oil droplets and solid particles, the exact nature of the transitions and changes cannot be understood from particle size measurements. In this case microscopic evaluation can clarify the picture. For example, pictures taken from the above monomodal and bimodal distributions confirm the interpretation of the particle size data. [Pg.270]

Fig. 16 The numerically determined master function of the yielding-process obeying a time-shear-superposition principle (dotted line) dr (t) = (label 0) from [86]. The solid lines... Fig. 16 The numerically determined master function of the yielding-process obeying a time-shear-superposition principle (dotted line) dr (t) = (label 0) from [86]. The solid lines...
The chemoviscosity of thermosetting resins is affected by many variables. In a major review, Ryan 1984) expressed the chemoviscosity (rj) as a function of pressure (P), temperature, time, shear rate (y ) and filler properties (F), as shown by the following general equation ... [Pg.327]

Johnson, B. (2004) Use of Rheometer in Lieu of Cone Penetration to Measure Consistency Changes in Used Grease, Paper presented at the 2004 ELGI Annual Meeting, Nice, France. Jacobson, B. (1984) A High-Pressure Short-Time Shear Strength Analyser for Lubricants, Trans. ASME J. Tribology, 107(1985), 220-223. [Pg.432]

Imparts yield value for suspension of abrasive particles Provides vertical cling for increased surface contact time Shear thinning rheology for easy dispensing through trigger sprayer or nozzle... [Pg.53]

All the above categories of non-Newtonian behaviour are classified as time-independent, i.e. the shear stress is a unique function of the shear rate and does not depend on the tiriK of shearing. Thus the material responds instantaneously to changes in shear rate. However, some pastes, foods, paints, etc., exhibit marked changes in rheology as the time shearing increases. Such materials are time-dependent and two types of behaviour are possible ... [Pg.21]

Vertical shifts are seen as a temperature dqiradait zero time shear modulus Gq the vertical shift factor is hr = GtP /G,fJ). The modulus G is calculated ftxnn the torque 1 assuming that die stress and strain ate both linear ftmctitMis of the t linder radius, as in Equation (1). [Pg.201]

Real time shear adhesion data on sample A consists of a series of very reproducible, near parallel wave shapes (Figure 5). Because of the near constancy of wave shape, for kinetic purposes they can be consolidated into a single curve and use another parameter, the shift factor to express the temperature dependency. Indeed, when all the failure times for all temperatures and loadings are plotted, a series of parallel lines resulted (Figure 6). This indicated that most likely a single mechanism is operating for the entire temperature and stress levels. Empirically, all data can be represented by ... [Pg.161]

The four parameters of this model, namely, rjo, 7oo, 2, and n, are the apparent viscosity at zero shear rate, apparent viscosity at infinite shear rate, time shear relaxation constant, and the exponential index, respectively. The parameter 1 has a unit of time and can assume any value in the range (0, oo). The index n is dimensionless, with 0 < n < 1. Equation 8 is graphically represented in Fig. 1 for illustration. Various parameters assumed for obtaining the plots appearing in Fig. 1 are as follows rjo = 900, rj o = 0.1, and the nondimensional time shear relaxation... [Pg.2430]

Shear stress n. Force per imit area acting in the plane of the area to which the force is applied. In an elastic body, shear stress is equal to shear modulus times shear strain. In an inelastic fluid, shear stress is equal to viscosity times the shear rate. In viscoelastic materials, shear stress will be a function of both shear strain and shear rate. [Pg.875]

Viscous dissipation (viscous-heat generation) n. In melt processing, wherever there is flow, the resistance of molecules to flow, i.e., viscosity causes heat to be generated within the melt. The rate of dissipation equals the product of shear stress times shear rate, or viscosity times the square of the shear rate. Because both the viscosity and shear rate are high in processes such as extrusion, injection and transfer molding, and intensive mixing, viscous dissipation is a principal mechanism of heating plastics in those processes. [Pg.1051]

Reactive viscosity Density, reacted Tfemperature, time, shear rate... [Pg.896]


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See also in sourсe #XX -- [ Pg.741 ]




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A Expansion in powers of the shear rate and time

Circulation time, shear rates

Creep time-temperature shear

Linear Time-Dependent Experiments in Shear

Mixing circulation time, shear rates

Non-linear Response in Time-dependent Shearing Flows

Relaxation time shear stress

Shear modulus, long-time behavior

Shear rate time dependent

Time average shear rate, equation

Time dependent shear modulus

Time-temperature superposition dynamic shear

Viscosity shear time

Viscosity-shear-time profiles

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