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Fig. 4 [Ru(bpy) 3 ] 2+ and its photoexcited and redox forms that can be obtained by light and
electrochemical inputs [ 32 , 33 ]
These results show that [Ru(bpy) 3 ] 2 þ is able to process, and even interchange,
photonic and electronic inputs (Fig. 4 ). The absorption spectra of the [Ru(bpy) 3 ] 3 þ ,
[Ru(bpy) 3 ] 2 þ and [Ru(bpy) 3 ] þ species are substantially different and it is not
difficult to choose appropriate absorbance thresholds related to the three
interconverting species at three different wavelengths (310, 450, and 530 nm).
Furthermore, [Ru(bpy) 3 ] 2 þ exhibits a luminescence band (
l max 620 nm), whereas
[Ru(bpy) 3 ] 3 þ and [Ru(bpy) 3 ] þ are not luminescent. By elaborating these spectro-
scopic properties and the photochemical and electrochemical processes, it has been
found that [Ru(bpy) 3 ] 2 þ can indeed perform as both an encoder and a decoder
(Fig. 5 )[ 31 ].
The example described above is only one of the many systems developed with
the aim of mimicking Boolean logic function at the molecular level [ 28 ]. Leaving
aside futuristic applications related to the construction of a chemical computer,
recent work shows that molecular logic devices could lead to practical applications
in a not-too-distant future. An example is the use of molecular logic gates for
tagging and identification of small objects in a large population [ 34 ], a method
termed molecular computational identification (MCID) [ 35 ]. Populations of micro-
scopic objects that need encoding are, e.g . , cells in diagnostics or polymer beads in
combinatorial chemistry. In this approach, a tag is represented by the unique
signature from a set of logic gates that is obtained in response to a defined set of
inputs under given experimental conditions.
To test the MCID method, single-input molecular logic gates 1-3 (Fig. 6 ) were
linked to Tentagel- S -NH 2 polymer beads (100
m) by peptide coupling [ 35 ].
Compounds 1, 2, and 3 give a fluorescent output with PASS 1, YES, and NOT
logic, respectively, under the action of a proton input in solution, whereas
underivatized beads implement PASS 0 logic. Figure 6b shows that beads tagged
m
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