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|1.9 Multicomponent Systems from Fundamental Building Blocks|<br />

**[Ru(bpy) 3 ] 2+<br />

reductive quenching<br />

Q D<br />

ISC<br />

Q A<br />

oxidative quenching<br />

-<br />

Q A<br />

+0.84 V<br />

*[Ru(bpy) 2 (bpy - )] 2+<br />

-0.86 V<br />

Q D<br />

+<br />

[Ru(bpy) 3 ] +<br />

S A<br />

oxidative regeneration<br />

-1.28 V<br />

-<br />

S A<br />

hν<br />

λ max = 450 nm<br />

ε = 14600 l/mol cm<br />

hν'<br />

* Q<br />

τ = 0.6 µs<br />

E = 2.12 eV<br />

λ [Ru(bpy) 3 ] 3+<br />

max = 600 nm energy<br />

φ = 0.04 transfer<br />

Q<br />

S D<br />

[Ru(bpy) 3 ] 2+<br />

S D<br />

+<br />

reductive regeneration<br />

+1.26 V<br />

Figure 19: Relevant energy and electron transfer processes of [Ru(bpy) 3 ] 2+ . After photoexcitation<br />

the spin allowed 1 MLCT state **[Ru(bpy) 3 ] 2+ is reached. *[Ru(bpy) 2 (bpy - )] 2+ represents the longliving<br />

spin-forbidden 3 MLCT state which is existent after intersystem crossing. During the lifetime<br />

of 600 ns different quenching processes may occur by the reaction with a quencher Q, followed<br />

by ground state redox chemistry with a substrate S. The redox potentials are given in aqueous<br />

solution, referenced vs. SCE. [36]<br />

The correlation between spectroscopy and electrochemistry is depicted in figure 19. It is known<br />

that the energy available to the 3 MLCT-excited *[Ru(bpy) 3 ] 2+ (E 0-0 = 2.12 eV) by far exceeds the<br />

energy necessary for over all water spitting (1.23 eV per transfered electron). This energy can be<br />

tapped during the lifetime of the excited state via different quenching mechanisms and leads to the<br />

regeneration of the ground state species of the sensitizer, if the quenching process involves only<br />

energy transfer processes (EnT). The biradical nature of the MLCT results at the same time in a<br />

fairly high oxidizing and reducing power (+0.84 and -0.86 V in water vs. NHE) of the excited<br />

complex. Therefore, it is also possible to tap the excited state energy in an electron transfer<br />

|28|

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