Journal of the American Chemical Society
Article
structure, where the CPs and SPs are connected by quadruple
H-bonding. This speculation is further supported by the high
damping capacity of CSP-3 (91.2%).
viscoelastic region (about 2%) was observed because the
network was intact at this temperature, and the increase of
strain was accompanied by the damage of the network
structure through the dissociation of supramolecular inter-
actions. In contrast, the network decomposed at 70 °C; thus,
corresponding curves exhibited broad linear viscoelastic region
(∼100%). It could be speculated that the stress relaxation may
mainly result from the decomposition of network arising from
the dissociation of host−guest recognition, but weakening
and/or even dissociation of the quadruple H-bonding at high
temperature should also contribute to it.
The progressive loading−unloading experiments of CSP-2
were conducted to trace the changes of energy dissipation and
damping capacity on different strains (Figure 4c,d). The
energy dissipation increased almost linearly with the applied
strains of the sample, and the value of energy dissipation at an
applied strain of 1400% reached 125 MJ/m3, indicative of good
energy dissipation ability. Different from energy dissipation,
the damping capacity of CSP-2 always maintained at a high
level in the strain range of 100−1400%, and the mean value
under all strains was 95.6%. Therefore, the damping capacity of
CSP-2 was relatively stable and independent of varied
deformations. The comparison of damping capacity between
CSP-2 and different kinds of the reported energy dissipating
materials were summarized in Figure S42. It was found that the
damping capacity of CSP-2 is higher than most of the energy-
dissipation materials including bulky polymers,38,39 hydro-
gels,40,41 and natural materials42,43 and is comparable to the
hydrogel fibers which set the record in damping capacity.37
These results mean that the muscle-mimetic design would
make our CSP-2 a good candidate for energy absorption
applications.
Insights into the Structure−Property Relationship of
CSP-2. The above studies have disclosed that the CSP-2
possesses good mechanical properties and damping ability,
which results from its peculiar biomemetic structure. Then, to
figure out the relationships between the properties of the CSP-
2 and its structure, a series of rheology measurements were
carried out. The results of cyclic temperature ramp of CSP-2
were shown in Figure 5a. When the temperature was ramped
up from 40 to 80 °C, both the G′ and G″ substantially
decreased, and a peak emerged around 59 °C in the tan δ curve
at the same time, indicating the existence of a transition. An
opposite viscoelastic transition was observed in the ramp-down
process. Intriguingly, the two tan δ curves overlapped well with
each other above 57 °C but showed an evident hysteresis
below that temperature. The reason for this phenomenon
might be that 57 °C can be seen as a critical temperature, that
is, above it the supramolecular interactions start to dissociate,
but their reassociation at lower temperature has a time delay,
thus leading to the hysteresis.
The stress relaxation experiment is an effective tool to reveal
the structure information on polymers from their mechanical
behaviors. Obvious relaxation could be observed in all stress
relaxation curves recorded at different temperatures, but the
relaxation rate increased at elevated temperatures (Figure 5b).
The extent of the stress relaxation was also highly dependent
on the temperature: Similar to the polymers with permanent
cross-links, the applied force was kept at lower temperatures
(30−50 °C) even extending the relaxation time to 1 h, but it
could be quickly and fully released at temperatures higher than
60 °C, like the behavior of linear polymers. These results
support that synergistic CSP-2 has a network structure. At
temperatures lower than 50 °C, the topological structure is
frozen by the network, leading to the slow and incomplete
stress relaxation. In contrast, stress relaxation is accelerated
when the network structure is fractured by temperatures higher
than 60 °C. Besides, the network started to break at 60 °C is
consistent with the result of the temperature ramp test. These
analyses were further supported by the strain sweep tests
(Figure 5c). At a lower temperature (35 °C), a narrow linear
To comprehensively demonstrate the dynamic behaviors of
the CSP at different time scales, the master curves were
obtained at the reference temperature of 40 °C for CSP-2 by
using the time−temperature superposition (TTS) principle
(Figure 5d). The high-frequency region (>10−2 rad/s) with G′
> G″ was the glassy regime where the network was frozen.
Below the crossover point of 10−2 rad/s, the region was
assigned as the dissipative regime (G′ < G″). The super-
imposed curves in this regime were recorded at temperatures
higher than 60 °C which could weaken or dissociate the
supramolecular interactions of host−guest recognition and
quadruple H-bonding as analyzed above, thus resulting in
dissipative behaviors. Notably, partial restriction of dynamics
was observed in the range of 10−8−10−5 rad/s. Since the
supramolecular interactions should be basically in an
uncomplexed state at such lower frequencies (corresponding
to high temperatures), the observation might be related to
Rouse dynamics of the CP chains. The terminal regime of the
curves, lower than 10−8 rad/s, was the viscous flow regime.
The slope values lower than the true terminal relaxation, that
is, G′ and G″, are 2 and 1, respectively, were an indication of
secondary interactions affecting the chain dynamics.44,45 In
addition, the superposition of the data failed starting from 60
°C to higher temperatures, which was consistent with the
structure changes of the CSP-2. It is noteworthy that the
regime of the elastic plateau was absent in the curves, but it
was commonly observed in the system with strong network
structures including covalent bond connected CSPs in our
previous work.7 The phenomenon implies that the CSP-2 has a
highly dynamic network structure.
Moreover, to evaluate the energy required for initially
fracturing the network, tensile tests with different stretching
rates were performed and showed that the mechanical
properties of CSP-2 were highly stretching-rate-dependent
(Figure 5e). The plot of yielding stress against the logarithm of
deformation rate in Figure 5f had a linear relationship in
accord with the Eyring model of the mechanically induced
dissociation of noncovalent bonds:46,47
̇
≈ e−(E −0.5σ V )/(k T)
y
y
a
b
̇
ε, σy, Ey, and Va are the strain rate, yielding stress, activation
energy, and effective activation volume, respectively. The
activation volume extracted by data fitting was 5.8 nm3, which
can be regarded as the size of polymer segments involved in
the motion associated with yielding. The apparent activation
energy used to evaluate the energy barrier to overcome the
mobile segments was calculated to be 23.0 kJ/mol. For CSP-2,
the initial fracture of the network structure might be
responsible for the yielding; hence, the energy to destroy the
intact network through the dissociation of supramolecular
interactions is about 23.0 kJ/mol.
F
J. Am. Chem. Soc. XXXX, XXX, XXX−XXX