141 research outputs found
Es velozmente fugaz todo lo celestial
Fiesta de la paz (traducciĆ³n y prĆ³logo de Rafael GutiĆ©rrez Girardot). Friedrich Holderlin. El Ancora Editores, SantafĆ© de BogotĆ”, 1994, 85 pĆ”gs
Nonlinear Stress Relaxation of Miscible Polyisoprene/Poly(<i>p</i>-<i>tert</i>-butylstyrene) Blends in Pseudomonodisperse State
For miscible pair
of polyisoprene (PI) and polyĀ(<i>p</i>-<i>tert</i>-butylstyrene) (PtBS), the component molecular
weights, composition, and temperature were tuned to prepare PI/PtBS
blends in the <i>pseudomonodisperse</i> state where the
component PI and PtBS chains had the same terminal relaxation time,
Ļ<sub>1</sub>. These pseudomonodisperse blends had the linear
viscoelastic moduli indistinguishable from the moduli of entangled
monodisperse bulk homopolymers of particular molecular weights, and
satisfied the time-strain separability in their nonlinear stress relaxation
behavior under large step strains. The damping function <i>h</i>(Ī³) of those blends was close to <i>h</i><sub>DE</sub>(Ī³) calculated from the DoiāEdwards model and classified
to be the so-called type-A damping function, even though the major
component (PI) in the blends had a large entanglement number <i>per</i> chain (<i>N</i> ā„ 50). Highly entangled
monodisperse homopolymers having similarly large <i>N</i> are known to exhibit the so-called type-C damping characterized
by <i>h</i>(Ī³) āŖ <i>h</i><sub>DE</sub>(Ī³), and this damping behavior was indeed confirmed for high-<i>M</i> bulk PI utilized as the blend component. Thus, the nonlinear
damping behavior was different for the pseudomonodisperse PI/PtBS
blends and high-<i>M</i> bulk PI, despite the similarity
in the entanglement number <i>N</i> for PI therein. This
difference was discussed within the molecular scenario of Marrucci
and Grizzuti in relation to the topological hindrance for PI segments
due to PtBS segments having a much larger friction. This hindrance
retarded the Rouse equilibration of the PI backbone in the blends,
which possibly provided the highly entangled PI with a slow contour
length fluctuation mechanism that competed with reptation. Such a
competing mechanism smears the elastic instability underlying the
type-C damping as suggested from the MarrucciāGrizzuti scenario,
which possibly allowed the pseudomonodisperse PI/PtBS blends containing
highly entangled PI to exhibit the type-A damping. Furthermore, the
type-A damping was observed also for a chemically homogeneous, highly
entangled PI/PI blend being free from the topological hindrance for
PI segments. In this PI/PI blends, the partial constraint release
of the high-<i>M</i> component, activated by the relaxation
of the low-<i>M</i> component, appeared to compete with
reptation of the high-<i>M</i> component thereby smearing
the instability and suppressing the type-C damping. Thus, the smearing
of instability could be a rather universal feature occurring irrespective
of the detail of the competing mechanisms
Effect of predictive sign of acceleration on heart rate variability in passive translation situation: preliminary evidence using visual and vestibular stimuli in VR environment-1
<p><b>Copyright information:</b></p><p>Taken from "Effect of predictive sign of acceleration on heart rate variability in passive translation situation: preliminary evidence using visual and vestibular stimuli in VR environment"</p><p>http://www.jneuroengrehab.com/content/4/1/36</p><p>Journal of NeuroEngineering and Rehabilitation 2007;4():36-36.</p><p>Published online 29 Sep 2007</p><p>PMCID:PMC2072956.</p><p></p
Effect of Molecular Weight and Salt Concentration on Ion Transport and the Transference Number in Polymer Electrolytes
Transport of ions in polymer electrolytes
is of significant practical interest, however, differences in the
transport of anions and cations have not been comprehensively addressed.
We present measurements of the electrochemical transport properties
of lithium bisĀ(trifluoromethanesulfonyl)Āimide (LiTFSI) in polyĀ(ethylene
oxide) (PEO) over a wide range of PEO molecular weights and salt concentrations.
Individual self-diffusion coefficients of the Li<sup>+</sup> and TFSI<sup>ā</sup> ions, <i>D</i><sub>+</sub> and <i>D</i><sub>ā</sub>, were measured using pulsed-field gradient nuclear
magnetic resonance both in the dilute limit and at high salt concentrations.
Conductivities calculated from the measured <i>D</i><sub>+</sub> and <i>D</i><sub>ā</sub> values based on
the NernstāEinstein equation were in agreement with experimental
measurements reported in the literature, indicating that the salt
is fully dissociated in these PEO/LiTFSI mixtures. This enables determination
of the molecular weight dependence of the cation transference number
in both dilute and concentrated solutions. We introduce a new parameter, <i>s</i>, the number of lithium ions per polymer chain, that allows
us to account for both the effect of salt concentration and molecular
weight on cation and anion diffusion. Expressing cation and anion
diffusion coefficients as functions of <i>s</i> results
in a collapse of <i>D</i><sub>+</sub> and <i>D</i><sub>ā</sub> onto a single master curve
Viscoelastic and Orientational Relaxation of Linear and Ring Rouse Chains Undergoing Reversible End-Association and Dissociation
For dilute telechelic linear and
ring Rouse chains undergoing reversible end-association and dissociation,
the time (<i>t</i>) evolution equation was analytically
formulated for the bond vector of the subchain (or segment), <b>u</b><sup>[c]</sup>(<i>n</i>,<i>t</i>) with <i>n</i> being the subchain index and the superscript c specifying
the chain (c = L and R for the linear and ring chains). The end-association
of the linear chain (i.e., ring formation) occurs only when the ends
of the linear chain come into close proximity. Because of this constraint
for the ring formation, the time evolution equation for <b>u</b><sup>[L]</sup>(<i>n</i>,<i>t</i>) of the linear
chain was formulated with a conceptually new, two-step expansion method: <b>u</b><sup>[L]</sup>(<i>n</i>,<i>t</i>) was
first expanded with respect to its sinusoidal Rouse eigenfunction,
sinĀ(<i>p</i>Ļ<i>n</i>/<i>N</i>) with <i>p</i> = integer and <i>N</i> being
the number of subchains <i>per</i> chain, and then the series
of odd sine modes is re-expanded with respect to cosine eigenfunctions
of the ring chain, cosĀ(2Ī±Ļ<i>n</i>/<i>N</i>) with Ī± = integer, so as to account for that constraint. This
formulation allowed analytical calculation of the orientational correlation
function, <i>S</i><sup>[c]</sup>(<i>n</i>,<i>m</i>,<i>t</i>) = <i>b</i><sup>ā2</sup>āØ<i>u</i><sub><i>x</i></sub><sup>[c]</sup>(<i>n</i>,<i>t</i>)<i>u</i><sub><i>y</i></sub><sup>[c]</sup>(<i>m</i>,<i>t</i>)ā©
(c = L, R) with <i>b</i> being the subchain step length,
and the viscoelastic relaxation function, <i>g</i><sup>[c]</sup>(<i>t</i>) ā ā«<sub>0</sub><sup><i>N</i></sup><i>S</i><sup>[c]</sup>(<i>n</i>,<i>n</i>,<i>t</i>) d<i>n</i>. It turned out that the terminal relaxation
of <i>g</i><sup>[R]</sup>(<i>t</i>) and <i>g</i><sup>[L]</sup>(<i>t</i>) of the ring and linear
chains is retarded and accelerated, respectively, due to the motional
coupling of those chains occurring through the reaction. This coupling
breaks the ring symmetry (equivalence of all subchains of the ring
chain in the absence of reaction), thereby leading to oscillation
of the orientational anisotropy <i>S</i><sup>[R]</sup>(<i>n</i>,<i>n</i>,<i>t</i>) of the ring chain
at long <i>t</i> with the subchain index <i>n</i>. The coupling also reduces a difference of the anisotropy <i>S</i><sup>[L]</sup>(<i>n</i>,<i>n</i>,<i>t</i>) of the linear chain at the middle (<i>n</i> ā¼ <i>N</i>/2) and end (<i>n</i> ā¼
0)
Effect of predictive sign of acceleration on heart rate variability in passive translation situation: preliminary evidence using visual and vestibular stimuli in VR environment-0
<p><b>Copyright information:</b></p><p>Taken from "Effect of predictive sign of acceleration on heart rate variability in passive translation situation: preliminary evidence using visual and vestibular stimuli in VR environment"</p><p>http://www.jneuroengrehab.com/content/4/1/36</p><p>Journal of NeuroEngineering and Rehabilitation 2007;4():36-36.</p><p>Published online 29 Sep 2007</p><p>PMCID:PMC2072956.</p><p></p
Effect of predictive sign of acceleration on heart rate variability in passive translation situation: preliminary evidence using visual and vestibular stimuli in VR environment-2
<p><b>Copyright information:</b></p><p>Taken from "Effect of predictive sign of acceleration on heart rate variability in passive translation situation: preliminary evidence using visual and vestibular stimuli in VR environment"</p><p>http://www.jneuroengrehab.com/content/4/1/36</p><p>Journal of NeuroEngineering and Rehabilitation 2007;4():36-36.</p><p>Published online 29 Sep 2007</p><p>PMCID:PMC2072956.</p><p></p
Entanglement Length in Miscible Blends of <i>cis</i>-Polyisoprene and Poly(<i>p</i>-<i>tert</i>-butylstyrene)
The entanglement length <i>a</i>, being equivalent to
the plateau modulus <i>G</i><sub>N</sub> (ā<i>M</i><sub>e</sub><sup>ā1</sup> ā <i>a</i><sup>ā2</sup>), is one of the
most basic parameters that determine the slow dynamics of high molecular
weight (<i>M</i>) polymers. In miscible blends of chemically
different chains, the components would/should have the common <i>a</i> value. However, changes of <i>a</i> with the
blend composition have not been fully elucidated. For this problem,
this study conducted linear viscoelastic tests for miscible blends
of high-<i>M cis</i>-polyisoprene (PI) and polyĀ(<i>p</i>-<i>tert</i>-butylstyrene) (PtBS) and analyzed
the storage and loss moduli (<i>G</i>ā² and <i>G</i>ā³) data in a purely empirical way, considering the
very basic feature that unentangled and entangled blends having the
same composition exhibit the same local relaxation. (From a molecular
point of view, this local relaxation reflects the chain motion <i>within</i> the length scale of <i>a</i>.) On the basis
of this feature, a series of barely entangled low-<i>M</i> PI/PtBS blends having various component molecular weights and a
given composition were utilized as references for well-entangled high-<i>M</i> PI/PtBS blends with the same composition, and the modulus
data of the reference were subtracted from the data of the high-<i>M</i> blends. For an optimally chosen reference, the storage
modulus of the high-<i>M</i> blends obtained after the subtraction
(<i>G</i><sub>ent</sub>ā² = <i>G</i><sub>highā<i>M</i>Ā blend</sub>ā² ā <i>G</i><sub>ref</sub>ā²) exhibited a clear plateau at high
angular frequencies Ļ. The corresponding loss modulus <i>G</i><sub>ent</sub>ā³ decreased in proportion to Ļ<sup>ā1</sup> at high Ļ, which characterized the short-time
onset of the global entanglement relaxation: A mischoice of the reference
gave no plateau of <i>G</i><sub>highā<i>M</i>Ā blend</sub>ā² ā <i>G</i><sub>ref</sub>ā² and no Ļ<sup>ā1</sup> dependence of <i>G</i><sub>highā<i>M</i>Ā blend</sub>ā³
ā <i>G</i><sub>ref</sub>ā³ at high Ļ,
but a survey for various low-<i>M</i> PI/PtBS blends allowed
us to find the optimum reference. With the aid of such optimum reference,
the entanglement plateau modulus <i>G</i><sub>N</sub> of
the high-<i>M</i> PI/PtBS blends was accurately obtained
as the high-Ļ plateau value of <i>G</i><sub>ent</sub>ā². <i>G</i><sub>N</sub> thus obtained was well described
by a linear mixing rule of the entanglement length <i>a</i> with the weighing factor being equated to the number fraction of
Kuhn segments of the components, not by the reciprocal mixing rule
utilizing the component volume fraction as the weighing factor. This
result, not explained by a mean-field picture of entanglement (constant
number of entanglement strands in a volume <i>a</i><sup>3</sup>), is discussed in relation to local packing efficiency of
bulky PtBS chains and skinny PI chains
Experimental Test for Viscoelastic Relaxation of Polyisoprene Undergoing Monofunctional Head-to-Head Association and Dissociation
A viscoelastic
test was made for end-carboxylated polyisoprene
(PI-COOH) of the molecular weight <i>M</i> = 30.<sub>5</sub> Ć 10<sup>3</sup> that underwent the interchain association
and dissociation through hydrogen bonding of the COOH groups at the
chain end. As a reference, the test was made also for neat PI unimer
(with no COOH group at the chain end) and for PI<sub>2</sub> dimer
(with <i>M</i> = 61.0 Ć 10<sup>3</sup>), the latter
being synthesized through end-coupling of PI<sup>ā</sup> anions
(precursor of the PI-COOH sample). The PI-COOH, neat unimer, and dimer
samples were diluted in oligomeric butadiene (oB) to a concentration
of 10 wt %. The neat unimer and dimer exhibited nonentangled Rouse
behavior at this concentration, as expected from their molecular weights.
At low temperatures (<i>T</i> ā¤ 0 Ā°C) the PI-COOH
sample relaxed slower than the reference unimer but faster than the
dimer, whereas the relaxation of PI-COOH approached that of the unimer
with increasing <i>T</i> > 0 Ā°C, and this change
of
the relaxation time of PI-COOH was associated with changes in the
angular frequency (Ļ) dependence of the dynamic modulus. This
behavior of PI-COOH was well described by a recently proposed theory
considering motional coupling between the end-associating unimer and
its dimer at chemical equilibrium. On the basis of this result, an
effect of the polymeric character of PI-COOH chain on the viscoelastically
detected association/dissociation of the hydrogen bonding of the COOH
groups was discussed
Comparison of RNP activities under thermal stress.
<p>(A) Brief protocol and incubation periods are indicated. (B) Representative analyzed polyacrylamide gel (6%) is shown. * represents statistical significance at p<0.05 in a Student's t-test (nā=ā3). 293T cells expressing influenza RNP were incubated at 37Ā°C for 24 hours as pre-incubation. Pre-incubated cells were additionally incubated at 34, 37 and 42Ā°C for 9 hours, respectively. Then total RNAs were extracted and analyzed by primer extension assay. A/WSN/33, A/Hong Kong/156/97, A/NT/60/68, A/Vietnam/1194/2004 and pandemic H1N1 2009 virus are abbreviated as WSN, HK, NT, VN and SW, respectively. 5s ribosomal RNA (rRNA) is indicated as an internal control. mRNA, cRNA and vRNA are viral messenger RNA, complementary viral RNA and viral RNA, respectively.</p
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