Chemistry Letters Vol.34, No.11 (2005)
1485
a
1
b
c
19.8 meq
11.9
5 min
4
3
2
1
0
7.90
3.95
1.98
H2O
0.5
0
600
650
600
650
600
650
Wavelength / nm
700
Wavelength / nm
Wavelength / nm
Figure 2. Fluorescence spectra of a bead of 2 (a) before and (b) after acetylation. (c) Fluorescence spectral change of a bead of the
acetylated 2 in MeCN solution of 5 mmol/dm3 Et2NH under irradiation of a laser light at 543 nm.
was loaded. In this case, it is attributable to the interaction
between SbTPP chromophores.
ful tool for the analysis and photochemical reaction in micro-
region on beads.
The distance between aminopropyl groups was estimated as
follows. When 2.53 mmol/g of the amino groups were contained
on the NH2–SiO2, the composition ratio, SiO2:HO–Si–
C3H6NH2, is calculated to be 6.9:1. If the SiO2 moieties were ar-
ranged in two dimensions, the aminopropyl groups presumed to
be apart from 2–3 units of SiO2 each other. Therefore, the SbTPP
chromophores located at the distance enough to interact with the
residual amino moiety (Scheme 1).
This work was supported by a Grand-in-Aid for Scientific
Research on Priority Areas (417) from Ministry of Education,
Culture, Sports, Science and Technology (MEXT) of the Japan
Government.
References and Notes
1
D. Gust and T. A. Moore, in ‘‘The Porphyrin Handbook,’’ ed.
by K. M. Kadish, K. M. Smith, and R. Guilard, Academic
Press, New York (2000), Vol. 8, p 153.
For the photoreaction of microbeads, we used a microchan-
nel reactor (MCR)8,9 that consisted of a narrow channel (width
190 mm, depth 85 mm, length 6 cm) and a neck (width and depth
20 mm) located at the middle point of the channel. An MeCN
solution of Et2NH (5 mmol/dm3) was introduced with micro-
syringe pump into the MCR, where beads of the acetylated 2
(x ¼ 7:17 mmol/g) was packed (Figure 3). He–Ne laser irradia-
tion at 543 nm was performed on CLSM at the area of 30 mm
squares, which was the comparable size of the beads. As increase
of the irradiation time, the emissions from the surface of the cat-
alyst at 600 nm decreased and new emission at 630 nm increased
(Figure 2c). However, no spectral change was observed in
non-irradiated beads. New emission can be assigned to be
metal-free porphyrin chromophore (H2TPPCONH–SiO2) by
the comparison of the absorption and fluorescence spectra with
authentic sample. The immobilization through covalent bond
makes the metal exchange of the SbTPP on beads possible.
Free energy change for the electron transfer from Et2NH to
the excited singlet state of a bead of 2 was calculated to be neg-
ative (ꢁ0:34 eV) by a Rehm–Weller equation using the oxida-
tion potential of Et2NH (E1/2 ox ¼ 1:01 V vs Ag/Agþ)10 and
the reduction potentials and the excitation energy of SbTPP
chromophore.11 Therefore, the photoinduced electron transfer
from Et2NH to SbTPP chromophore caused the reduction from
SbV to SbIV to induce the demetallation from SbTPP chromo-
phore. Thus, a combination of CLSM with MCR will be power-
2
T. Shiragami, Y. Shimizu, K. Hinoue, Y. Fueta, K.
Nobuhara, I. Akazaki, and M. Yauda, J. Photochem. Photo-
biol., A, 156, 115 (2003).
3
4
T. Shiragami, R. Makise, Y. Inokuchi, J. Matsumoto, H.
Inoue, and M. Yasuda, Chem. Lett., 33, 736 (2004).
H. Yokoi, T. Shiragami, J. Hirose, T. Kawauchi, K. Hinoue,
Y. Fueda, K. Nobuhara, I. Akazaki, and M. Yasuda, World J.
Microbiol. Biotechnol., 19, 559 (2003).
5
6
C. E. Kibbey and M. E. Meyerhoff, Anal. Chem., 65, 2189
(1993).
Aminopropyl silica gel (NH2–SiO2): Fuji Silysia, Average
diameter (mm): 56.7, Area (m2/g): 272, Density (g/mL):
0.62, Content of NH2 (mmol/g): 2.53.
7
According to Lambert–Beer’s law (Eq 1) where A and b are
absorbance and light path-length in cm, respectively, the A=b
values are equal to the immobilized SbTPP concentration (c)
that was related to the mol number (x) of SbTPP chromo-
phore in 1 g of SiO2. If the mol absorptivity (") of a bead
of 2 is equal to that of 1b (1:48 ꢂ 104 dm3ꢃmolꢁ1ꢃcmꢁ1),
the value of A=b can be related to equivalent (a) to the
aminopropyl moiety by Eq 2 using the immobilization yield
(ꢀ) of 1a on NH2–SiO2. Therefore, the slope of Figure 1
can be represented by Eq 3, resulting that ꢀ is 23.8%. A ¼
"bc (Eq 1), A=b ¼ "c ¼ 1:57"ꢀa (Eq 2) where c ¼
1000Wx=V ¼ 2:53Wꢀa=V ¼ 1:57ꢀa, x ¼ 2:53 ꢂ 10ꢁ3ꢀa,
and W ¼ 0:62V. Slope ¼ 1:57"ꢀ (Eq 3), and ꢀ ¼
slope=ð1:57"Þ.
8
9
K. Sato, M. Tokeshi, H. Kimura, and T. Kitamori, Anal.
Chem., 73, 1213 (2001).
G. H. Seong and R. M. Crooks, J. Am. Chem. Soc., 124,
13360 (2002).
10 C. K. Mann, Anal. Chem., 36, 2424 (1964).
11 Y. Andou, T. Shiragami, K. Shima, and M. Yasuda, J.
Photochem. Photobiol., A, 147, 191 (2001). E1/2 red vs.
Ag/Agþ ¼ ꢁ0:73 V for [Sb(OH)2TPP]PF6 and E0{0
¼
Figure 3. Microscopic image of the acetylated 2 in a MCR
(left) and its CLSM fluorescence image (right).
2:08 V for 1b.
Published on the web (Advance View) September 28, 2005; DOI 10.1246/cl.2005.1484