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Limiting strain value

Using this method, eritical deformations have been found for various polyethylene materials in the range of 4-5 %. Due to the different size and shape of the stmctural particles (spherulites) of different PE materials, the range of potential values will scatter somewhat more broadly. LLDPE materials should be in the upper range, since the spherulites are relatively small in comparison to HDPE materials. Critieal deformations of 2 % have been measured in polypropylenes with large spherulites, easily visible by the optieal mieroscope. The critieal limiting strain values are independent of the temperature over a wide range from 0 to 100 °C. [Pg.205]

In this method appropriate values of such time-dependent properties as the modulus are selected and substituted into the standard equations. It has been found that this approach is sufficiently accurate if the value chosen for the modulus takes into account the projected service life of the product and/or the limiting strain of the plastic, assuming that the limiting strain for the material is known. Unfortunately, this is not just a straightforward value applicable to all plastics or even to one plastic in all its applications. This type of evaluation takes into consideration the value to use as a safety factor. If no history exist a high value will be required. In time with service condition inputs, the SF can be reduced if justified. [Pg.132]

This modulus value is often arbitrarily chosen, although several methods have been suggested for arriving at a suitable value. One is to plot a secant modulus based on 1% strain or that is 0.85% of the initial tangent modulus (Chapter 2, SHORT-TERM LOAD BEHAVIOR). However, for many plastics, particularly the crystalline TPs, this method is too restrictive, so in most practical situations the limiting strain is decided in consultation... [Pg.132]

When required, combined with the use of computers, the finite element analysis (FEA) method can greatly enhanced the capability of the structural analyst to calculate displacement and stress-strain values in complicated structures subjected to arbitrary loading conditions. In its fundamental form, the FEA technique is limited to static, linear elastic analysis. However, there are advanced FEA computer programs that can treat highly nonlinear dynamic problems efficiently. [Pg.294]

Encouraged by this spectral reproducibility, we focused our efforts on the particularly challenging problem of distinguishing bacterial strains by MALDI MS. We developed a modified correlation approach22 that relies on two fundamental qualities of bacterial mass spectra. First, because different bacterial strains of the same species have substantial, if not complete, genetic overlap, most of the protein masses observed with two different strains will be identical. This feature limits the value of the biomarker approach that is commonly used to differentiate bacteria species. Second, as just noted, closely controlled sample preparation and mass analysis procedures can result in highly reproducible results.22 The modified correlation approach takes advantage of subtle, yet reproducible, differences in mass spectra obtained from dif-... [Pg.184]

A strain or stress sweep is used to establish the LVE region (Figure H3.2.4). The LVE region is a characteristic of a material. While the strain value at the limit of LVE rarely exceeds 0.1 for colloidal gels, a larger LVE region with a strain of up to 1 or more is usually observed for biopolymer gels (Clark and Ross-Murphy, 1987). [Pg.1214]

These relationships are independent of the yeast strain and of the fermentation temperature, within normal limits. Typical values of the parameters for natural wines are (D/H), 102 ppm, (D/H)n 131 ppm, (D/H), 160 ppm, (D/H)w — 155 ppm. The deuterium content of methyl and methylene sites is greatly reduced with respect to glucose and starting water, but (D/H), is about 5 times more sensitive to the (D/H) ratio of the glucose than to the starting water, whereas (D/H)n depends almost entirely on the starting water. [Pg.39]

Support span (in.) Deflection at 5% (limiting) strain at break (in.) Actual deflection at break (in.) Actual values of maximum strain in the outer surface (%)... [Pg.245]

As one can see, for GeoDeck composite deck boards, maximum strain in the outer surface between 14" and 22" support span is in the range of 1.3-1.8%. This is way below the limiting 5% value. Generally, composite deck boards easily satisfy this limiting criterion. [Pg.245]

If Glen s results are analysed by simply fitting a straight line to the limiting strain rate e, then this is related to stress by a law similar to that for single-crystal ice (8.48) but with a value near... [Pg.197]

FLDs must cover as much as possible the strain domain which occurs in industrial sheet metalforming processes. The diagrams are established by experiments that provide pairs of values of the limit strains and obtained for various loading patterns (equi-biaxial, biaxial, uniaxial, etc.). In order to determine an FLD, one must generate load paths ranging from equi-biaxial tension (si = S2) to pure shear (si =—82). In practice the state of simple tension (Si =—82 for isotropic... [Pg.541]

Elastic modulus values were calculated from a mathematical least squares fit on that linear portion of the tensile stress-strain curves that produced a correlation factor of 0.99. Proportional limit stress and strain values were measured at the upper limit of the elastic modulus defined section of the stress-strain curves. [Pg.353]

The effects of600°C oxidation on the proportional stress and strain values are not clear in this study. For both the 5X and 8X test sets, the proportional limit stress and strain values in the as-prepared condition are within the expected range - 80-100 MPa stress and 0.1% strain. The 8X stress value is higher than the 5X value. However with 600°C oxidation, the stress and strain values shift higher and lower with time. The 5X values for stress and strain vary considerably with no clear trend. This may be a measurement artifact, based on the use of the least squares fit mathematics to define the linear range. [Pg.358]

The hemispherical dome (HD) test provides more reproducibility of results than the Olsen and Erichsen cup tests. For low-carbon steels, the dome height, which is determined at the point of maximum load, increases linearly with the n value. For other materials such as brass, aluminum alloys, and zinc, optimum correlation has been found between the dome height and the total elongation, which includes the effects of strain rate hardening and limiting strains. [Pg.41]

P(9) Similarly, at no point shall the strain exceed the limiting design value. [Pg.81]

The results show that, an increasing value of kt leads to higher failure/limiting strain in the weft tows. This means that the crimp effect decreases in this case. The crimp effect is the lowest when the warp direction is not loaded and therefore left free. As the warp tows are left free, these ones are not tight and therefore the crimp effect and the associated non linearity zone is more pronounced. [Pg.94]


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