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CHEM01200604009 Sreejith Kaniyankandy - Homi Bhabha ...

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94<br />

injection dynamics where the conditions (concentration of the dye, laser intensity etc) are<br />

very similar as compared to the present investigation. The dynamics revealed that the<br />

electron injection event in the case of bulk surface modified particle is monophasic and the<br />

injection event is pulse width limited which we have already reported in our previous study<br />

[3.3]. This proves that the injection dynamics observed in the case is not from a dye<br />

aggregate or multilayers of the dye.<br />

Wavelength<br />

(nm)<br />

Electron Injection Times<br />

BET Times<br />

inj1 ,ps (A 1 ) inj2 ,ps (A 2 ) inj3 ,ps (A 3 ) BET1 ,ps (A 2 ) BET2 ,ps (A 3 )<br />

550 0.11 (60%) 17 (27%) 50 (13%) 0.2 (44.7 %) > 1ns (55.3%)<br />

900 0.08 (85%) 18 (8.5%) 50 (6.5%) 0.2 (80%) > 1ns (20%)<br />

Table 3.1. Parameters for the multi-exponential Fits to the electron injection and<br />

back electron transfer (BET) kinetics of alizarin sensitized B-TiO 2 after monitoring<br />

both alizarin cation at 550 nm and electron in the conduction band at 900 nm.<br />

The other possibility in the presence case is finite size effect, which could lead to<br />

discreteness in the conduction band levels leading to different injection times to different<br />

levels within the conduction band. The average size of the particles in the present case is r=<br />

~1.7nm. In case of TiO 2 , the size of Bohr exciton radius is a range of values. This is due to<br />

the fact that the electron and hole effective mass is not known accurately due to<br />

unavailability of high quality single crystals.<br />

According to Brus [3.17] the radius r B of an exciton can be calculated in terms of

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