544 J . Org. Chem., Vol. 65, No. 2, 2000
Zheng et al.
tuted pyrrole rings overlap at a separation of ∼3.2 Å. The
resulting dimer interaction contributes to the split and
red-shifted Qy band of the special pair and makes it the
better phototrap for the antenna pigments. Excitation of
the special pair results in unity quantum yield electron
transfer from the special pair to a bacteriopheophytin
molecule in about 2.8 ps.8 Within about 150 ps the
electron is transferred to a quinone molecule, which in
turn transfers an electron to a secondary quinone within
a few microseconds. Such fast sequential electron-trans-
fer steps are essential to overcome the back-electron-
transfer processes and afford a long-lived charge separa-
tion state. A desire to understand the intricacies of
natural photosynthesis has motivated many chemists and
molecular biologists to synthesize and study a wide
variety of arrays of covalently connected artificial models
based on derivatized porphyrins,9 dimeric and trimeric
porphyrins,10 and porphyrin arrays.11
There are two major aspects to the design of arti-
fical RCs: the choice of chromorphores and the selection
of an organizing principle that will control the interac-
tions among the chromorphores. Such interactions are
determined by spatial separations, angular relationships,
and the nature of the intervening medium.10b Thus, it
will be ideal to use chromophores found in natural
photosynthesis (chlorophyll and bacteriochlorophyll) but
to replace the protein with spacers with well-defined
geometry and orientation. So far, besides a small group
of chlorin and bacteriochlorin dimers models,12 most
artificial models are based on covalently linked porphyrin
dimers to mimic either the antenna complexes13 or the
various sequential electron-transfer steps in reaction
centers.14
Recent studies to understand electron transfer in the
special pair have shown that studies of porphyrin-based
dimeric models are critical for revealing the effects of ring
overlap and orientation on the full electronic structures
of the special pair.15 Criteria for a good model of the
special pair include two tetrapyrrolic macrocycles in close
proximity with fixed distance and geometry, interaction
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