10.1002/chem.201701656
Chemistry - A European Journal
COMMUNICATION
= 0.69) calculated by η = 1 – off / on (off and on are the average
fluorescence lifetimes of the closed and open form of ICPs). The
Förster radii calculated for the former and the latter pairs are R0
= 14.82 Å and 12.58 Å for ICP1 and ICP2, respectively. Since
the distances between L3 and L1 (or L2) in ICPs (R = ~3.6 Å,
calculated using B3LYP/6-31G**) would be short enough
compared to the Förster radii (R/R0 = ~0.26), the occurrence of
highly efficient interligand energy transfer is anticipated. It
should be noted that we could not decide the specific value of
the orientation factor explicitly even we could obtain the
suggested structure of ICPs through XPS and GIXD. Therefore,
we assumed our ICPs has random orientation. The Förster radii
calculated for the former and the latter pairs are R0 = 14.82 Å
and 12.58 Å for ICP1 and ICP2, respectively. Since the
distances between L3 and L1 (or L2) in ICPs (R = ~3.6 Å ,
calculated using B3LYP/6-31G**) would be short enough
compared to the Förster radii (R/R0 = ~0.26), the occurrence of
highly efficient interligand energy transfer is anticipated.
or 2D nets for ICP1 and 1D or 2D nets for ICP2 (SI, Table S2)
which are similar to but somewhat different from those of the
micropatterns. It is noted that the co-monomer ratios in these
thick films are slightly lower than those in the micro-patterned
structures, probably due to the faster repolymerization process
compared to that in the confined environment (inside of the
PDMS mold channels).
The open and closed forms of the DTE photochrome for
fluorescence switching in ICP patterns were generated by
irradiating visible ( > 550 nm) and UV ( = 365 nm) light,
respectively. The cyclization yields for the photo-stationary state
(PSS) under irradiation with 365 nm light was estimated to be
38% and 34% for ICP1 and ICP2, respectively, as determined
1
by H NMR spectroscopy (SI, Figure S7). The photochromism
for the open and closed states of ICPs were completely
o→c
reversible with distinct quantum yields (ICP1: Φpc
= 0.027,
c→o
o→c
c→o
In summary, we have designed and synthesized novel
Φpc
= 0.0013; ICP2: Φpc
= 0.011, Φpc
= 0.001), similar
to those of reported DTE compounds.[9a, 13] Strong fluorescence
reconfigurable ICPs which are capable of optical switching of
solid-state fluorescence. The ICPs contained two types of
bridging ligands with different function, i.e., photochromic and
AIEE-fluorescent ligands. Well-ordered crystalline micropatterns
were fabricated by taking advantage of the MIMIC method and
the reversible nature of the coordination bonds. The
multidimensional superstructures in the ICP micropatterns were
analysed using various spectroscopic techniques, including 2D
GIXD. The ICP micropatterns exhibited high contrast, reversible
modulation of photoluminescence emission, enabling true solid-
state all-optical memory. Steady-state and transient PL studies
indicated that the photoluminescence modulation was due to the
interligand energy transfer.
emission was observed with the open forms of the ICPs (ICP1:
em = 470 nm, PLQY = 0.18; ICP2: em = 577 nm, PLQY = 0.19)
when photoexcitation at 365 nm was provided, whereas
fluorescence was barely detected with closed form of the ICPs
(Figure 2). The large fluorescence quenching in the closed forms
is likely attributed to the fluorescence resonance energy transfer
(FRET) from the AIEE ligand to the closed form of the
photochromic ligand having significantly low energy absorption
band (vide infra; ligand centered absorption of L3; abs = 613
nm; SI, Figure S8). Corresponding fluorescence on/off ratios for
ICP1 and ICP2 are 24 and 47, respectively. Most intriguingly, as
shown in the graphs of Figure 2b and 2d, the fluorescence
intensities of these two isomeric states could remain completely
unaltered, if the excitation is made by the non-destructive read-
out beam (ex = 430 nm). These results demonstrate that the Acknowledgements
ICP micropatterns are promising for optical memory materials
(Figure 2e).
To gain information about the energy transfer processes,
This work was supported by the National Research Foundation
of Korea (NRF) grant funded by the Korea government (MSIP;
No. 2009-0081571[RIAM0417-20150013])
steady-state and transient PL were studied. UVvis absorption
and fluorescence spectra of 20 M ligand solutions were
recorded, which revealed fairly good spectral overlaps between
the absorption spectrum of the closed form of L3 and the
fluorescence spectra of L1 and L2 ligands (SI, Figure S9).
Spectral overlap integrals for the pair of L2 and L3 is 4.73 ×
1014 M-1 cm-1 nm4, while that of L1 and L3 is relatively small (1.4
× 1014 M-1 cm-1 nm4). This ordering is consistent with the
fluorescence on/off ratios of the ICP micropatterns. We also
monitored the occurrence of energy transfer by recording
fluorescence decay traces of the ICP films in their open and
closed forms (SI, Figure S10). The decay traces followed a
multi-exponential kinetics due to heterogeneity of the ligands in
the ICP networks. We found that the average fluorescence
lifetimes () of ICP1 decreased from 0.83 ns to 0.26 ns upon
photocyclization, while that of ICP2 displayed a larger decrease
(1.37 ns to 0.33 ns). The rate constants for energy transfer were
calculated using the values (kET = 1/closed 1/open; kET = 2.64
×109 s1 and 2.30×109 s1 for ICP1 and ICP2), assuming that
the photophysical processes inherent to L1 and L2 were
unaffected by the photochromism of L3. It is noted that the rate
constants for energy transfer are much larger than those for
radiative and non-radiative decay rates (SI, Figure S10).The
faster energy transfer in ICP2 can be explained on the basis of
the higher FRET efficiency (ηICP2 = 0.76) than that of ICP1 (ηICP1
Keywords: photochromism • coordination polymers •
nanostructures • fluorescence • micromolding
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