3 research outputs found
Dependences of Rheological and Compression Mechanical Properties on Cellular Structures for Impact-Protective Materials
In
this study, three typical impact-protective materials, D3O,
PORON XRD, and DEFLEXION were chosen to explore the dependences of
rheological and compression mechanical properties on the internal
cellular structures with polymer matrix characteristics, which were
examined using Fourier transform infrared spectroscopy, thermogravimetric
analyses, and scanning electron microscopy with energy dispersive
spectroscopy. The rheological property of these three foaming materials
were examined using a rheometer, and the mechanical property in a
compression mode was further examined using an Instron universal tensile
testing machine. The dependences of rheological parameters, such as
dynamic moduli, normalized moduli, and loss tangent, on angular frequency,
and the dependences of mechanical properties in compression, such
as the degree of strain-hardening, hysteresis, and elastic recovery,
on the strain rate for D3O, PORON XRD, and DEFLEXION can be well-correlated
with their internal cellular structural parameters, revealing, for
example, that D3O and PORON XRD exhibit simultaneously high strength
and great energy loss in a high-frequency impact, making them suitable
for use as soft, close-fitting materials; however, DEFLEXION dissipates
much energy whether it suffers a large strain rate or not, making
it suitable for use as a high-risk impact-protective material. The
rheometry and compression tests used in this study can provide the
basic references for selecting and characterizing certain impact-protective
materials for applications
Strain Hardening Behavior of Poly(vinyl alcohol)/Borate Hydrogels
The large-amplitude oscillatory shear
(LAOS) behavior of polyÂ(vinyl
alcohol) (PVA)/borate hydrogels was investigated with the change of
scanning frequency (ω) as well as concentrations of borate and
PVA. The different types (Types I–IV) of LAOS behavior are
successfully classified by the mean number of elastically active subchains
per PVA chain (<i>f</i><sub>eas</sub>) and Deborah number
(<i>D</i><sub>e</sub> = ωτ, τ is the relaxation
time of sample). For the samples with Type I behavior (both storage
modulus <i>G</i>′ and loss modulus <i>G</i>″ increase with strain amplitude γ, i.e., intercycle
strain hardening), the critical value of strain amplitude (γ<sub>crit</sub>) at the onset of intercycle strain hardening is almost
the same when <i>D</i><sub>e</sub> > ∼2 (Region
3),
while the value of Weissenberg number (<i>Wi</i> = γ<i>D</i><sub>e</sub>) at γ<sub>crit</sub> is similar when <i>D</i><sub>e</sub> < ∼0.2 (Region 1). For intracycle
behavior in the Lissajous curve, intracycle strain hardening is only
observed in viscous Lissajous curve of Region 1 or in the elastic
Lissajous curve of Region 3. In Region 1, both intercycle and intracycle
strain hardening are mainly caused by the strain rate-induced increase
in the number of elastically active chains, while non-Gaussian stretching
of polymer chains starts to contribute as <i>Wi</i> >
1.
In Region 3, strain-induced non-Gaussian stretching of polymer chains
results in both intercycle and intracycle strain hardening. In Region
2 (∼0.2 < <i>D</i><sub>e</sub> < ∼2),
two involved mechanisms both contribute to intercycle strain hardening.
Furthermore, by analyzing the influence of characteristic value of <i>D</i><sub>e</sub> as 1 on the rheological behavior of PVA/borate
hydrogels, it is concluded that intercycle strain hardening is dominated
by strain-rate-induced increase in the number of elastically active
chains when <i>D</i><sub>e</sub> < 1, while strain-induced
non-Gaussian stretching dominates when <i>D</i><sub>e</sub> > 1
Strain Hardening Behavior of Poly(vinyl alcohol)/Borate Hydrogels
The large-amplitude oscillatory shear
(LAOS) behavior of polyÂ(vinyl
alcohol) (PVA)/borate hydrogels was investigated with the change of
scanning frequency (ω) as well as concentrations of borate and
PVA. The different types (Types I–IV) of LAOS behavior are
successfully classified by the mean number of elastically active subchains
per PVA chain (<i>f</i><sub>eas</sub>) and Deborah number
(<i>D</i><sub>e</sub> = ωτ, τ is the relaxation
time of sample). For the samples with Type I behavior (both storage
modulus <i>G</i>′ and loss modulus <i>G</i>″ increase with strain amplitude γ, i.e., intercycle
strain hardening), the critical value of strain amplitude (γ<sub>crit</sub>) at the onset of intercycle strain hardening is almost
the same when <i>D</i><sub>e</sub> > ∼2 (Region
3),
while the value of Weissenberg number (<i>Wi</i> = γ<i>D</i><sub>e</sub>) at γ<sub>crit</sub> is similar when <i>D</i><sub>e</sub> < ∼0.2 (Region 1). For intracycle
behavior in the Lissajous curve, intracycle strain hardening is only
observed in viscous Lissajous curve of Region 1 or in the elastic
Lissajous curve of Region 3. In Region 1, both intercycle and intracycle
strain hardening are mainly caused by the strain rate-induced increase
in the number of elastically active chains, while non-Gaussian stretching
of polymer chains starts to contribute as <i>Wi</i> >
1.
In Region 3, strain-induced non-Gaussian stretching of polymer chains
results in both intercycle and intracycle strain hardening. In Region
2 (∼0.2 < <i>D</i><sub>e</sub> < ∼2),
two involved mechanisms both contribute to intercycle strain hardening.
Furthermore, by analyzing the influence of characteristic value of <i>D</i><sub>e</sub> as 1 on the rheological behavior of PVA/borate
hydrogels, it is concluded that intercycle strain hardening is dominated
by strain-rate-induced increase in the number of elastically active
chains when <i>D</i><sub>e</sub> < 1, while strain-induced
non-Gaussian stretching dominates when <i>D</i><sub>e</sub> > 1