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Subject extension ratio

PP bead foams were subjected to oblique impacts (167), in which the material was compressed and sheared. This strain combination could occur when a cycle helmet hit a road surface. The results were compared with simple shear tests at low strain rates and to uniaxial compressive tests at impact strain rates. The observed shear hardening was greatest when there was no imposed density increase and practically zero when the angle of impact was less than 15 degrees. The shear hardening appeared to be a unique function of the main tensile extension ratio and was a polymer contribution, whereas the volumetric hardening was due to the isothermal compression of the cell gas. Eoam material models for FEA needed to be reformulated to consider the physics of the hardening mechanisms, so their... [Pg.18]

Equation (3.26) provides the change in entropy of the network subjected to a deformation represented by the extension ratios Xy, k,. [Pg.98]

Fig. 1.17 Small-angle neutron scattering pattern for a sample of per-deuterated lightly branched polyethylene containing 10% of hydrogen containing linear polyethylene. The sample is molten and has just been subjected to deformation in a channel die. The flow axis is horizontal and the effective extension ratio is 3. Fig. 1.17 Small-angle neutron scattering pattern for a sample of per-deuterated lightly branched polyethylene containing 10% of hydrogen containing linear polyethylene. The sample is molten and has just been subjected to deformation in a channel die. The flow axis is horizontal and the effective extension ratio is 3.
Next consider the stretched state of a chain, where individual points in space suffer an affine transformation described by the three extension ratios, li, X2, and I3, in the Xi, X2, and X3 directions, administered externally and subject to the constraint of constant volume, i.e.. [Pg.157]

In any one of the modes of deformation of the network the cube edge lengths are subject to extension ratios Ai,l2, andl3 in thex, y, andz directions. The length of the generic chain rc becomes... [Pg.162]

NR and SBR blends including carbon black were subjected to large prestrain while storage and loss modulus were measured. The loss modulus was independent of pre-strain except at high carbon black loading of 50% where an increase was found at extension ratio of less than 2. The increase of loss modulus was interpreted as due to elastomer orientation and slip at the polymer-filler interface. Both events are non-linear, with orientation transient crystals formed, while interfadal rupture is an irreversible event for the original structure. [Pg.609]

Four of the subjects with neoplastic disease were studied in more detail (Table 3 and Table 4). In each subject, the ratio of urate creatinine found to be increased (Table 3). There was no evidence of renal glucosuria, hyperphosphaturia, or bicarbonate wasting, which would suggest a generalized defect of tubular transport in these patients (Table 4). One patient, however, patient W.G., had a generalized amino aciduria and another, patient A.H., had an increase in alanine excretion. Two of the patients, J.L. and W.G., with neoplastic disease and an increased Curate/ creatinine ratio had evidence of obstructive jaundice, with plasma bilirubin levels of 15 and 20 mg/100 ml, respectively. In these same two patients with extensive hepatic involvement there was also an increase in the urinary excretion of oxypurines (Table 4). [Pg.331]

Consider a cube of cross-linked elastomer with unit dimensions. This specimen is subjected to a tensile force /. The ratio of the increase in length to the unstretched length is the nominal strain e (epsilon), but the deformation is sometimes also expressed as the extension ratio A (lambda) ... [Pg.148]

This defines the cubic equation in X. The three solutions for A. - the eigenvalues of V -are the principal extension ratios Ai, An and Am. We shall see that these quantities provide a simple way to the model of a molecular network, which is one of the key concepts in understanding the mechanical behaviour of polymers. The corresponding directions - the eigenvectors and principal directions - are obtained by substituting the A values back into Equation (3.11) and solving for Xi, X2 and X3, subject to the condition that X is a unit vector, Zj + Xj + X3 = 1, ensuring that its components are direction cosines. [Pg.35]

The work function, eq, 19, is to be minimized subject to constraints given by the macroscopic extension ratios, eq, 20. The problem so defined can be solved by the calculus of variations, and the constraints are... [Pg.69]

Introduced in 1972, the whoUy aromatic polyamide, poly i ra-phenylene teraphthalamide), termed aramid, was the subject of extensive evaluation as a tire cord in all types of tires (8,14). As of the late 1990s, however, only specialized appHcations have emerged for aramid tire cord that draw on their high strength-to-weight ratio to produce tires with lower weight (16). [Pg.82]

In a small mechanism, a polypropylene spring is subjected to a fixed extension of 10 mm. What is the initial force in the spring and what pull will it exert after one week. The length of the spring is 30 mm, its diameter is 10 mm and there are 10 coils. The design strain and creep contraction ratio for the polypropylene may be taken as 2% and 0.4 respectively. [Pg.160]

If the spring is subjected to a 50% overload for 1 day, estimate the percentage increase in the extension over the normal 1 day extension. The shear stress in the material is given by 16 WR/d. Use the creep curves supplied and assume a value of 0.4 for the lateral contraction ratio. [Pg.160]

Experimentally DMTA is carried out on a small specimen of polymer held in a temperature-controlled chamber. The specimen is subjected to a sinusoidal mechanical loading (stress), which induces a corresponding extension (strain) in the material. The technique of DMTA essentially uses these measurements to evaluate a property known as the complex dynamic modulus, , which is resolved into two component parts, the storage modulus, E and the loss modulus, E . Mathematically these moduli are out of phase by an angle 5, the ratio of these moduli being defined as tan 5, Le. [Pg.50]

Having demonstrated a practical and reliable method to access 2-arylpyrrolidines in high enantioselectivity, we felt that a noteworthy extension of this methodology would lie in its application to bis-arylated products 27, providing a rapid and efficient approach to enantiopure C2-symmetric 2,5-diarylpyrrolidines, which have been identified as valuable chiral auxiliaries and chiral ligand manifolds [29]. Towards this end, substrate 26a was subjected to the standard arylation conditions, which produced 2,5-diphenyl-N-Boc-pyrrolidine 27 in a 96 4 diastereomeric ratio, and 57% isolated yield (s-BuIi/TMEDA produced 27 in lower d.r. (66 34) and yield (42%)), as depicted in Scheme 8.13. [Pg.234]

Quantitative entrapment of vaccines into small (up to about 200 nm diameter) liposomes in the absence of microfluidization (which can damage DNA and other labile materials when extensive) can be carried out by a novel one-step method (7) as follows SUVs (e.g., cationic) prepared as in section Preparation of Small Unilamellar Vesicles are mixed with sucrose to give a range of sucrose-to-lipid weight/weight ratio of 1.0 to 5.0 and the appropriate amount of plasmid DNA (e.g., 10-500 pg) and/or protein (e.g., up to 1 mg). The mixture is then rapidly frozen and subjected to dehydration by freeze-drying, followed by rehydration as in section Preparation of Vaccine-Containing Dehydration-Rehydration Vesicles. ... [Pg.241]

Metal-ion catalysis has been extensively reviewed (Martell, 1968 Bender, 1971). It appears that metal ions will not affect ester hydrolysis reactions unless there is a second co-ordination site in the molecule in addition to the carbonyl group. Hence, hydrolysis of the usual types of esters is not catadysed by metal ions, but hydrolysis of amino-acid esters is subject to catalysis, presumably by polarization of the carbonyl group (KroU, 1952). Cobalt (II), copper (II), and manganese (II) ions promote hydrolysis of glycine ethyl ester at pH 7-3-7-9 and 25°, conditions under which it is otherwise quite stable (Kroll, 1952). The rate constants have maximum values when the ratio of metal ion to ester concentration is unity. Consequently, the most active species is a 1 1 complex. The rate constant increases with the ability of the metal ion to complex with 2unines. The scheme of equation (30) was postulated. The rate of hydrolysis of glycine ethyl... [Pg.66]


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Extension ratio

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