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CHEM01200604009 Sreejith Kaniyankandy - Homi Bhabha ...

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of 3.2ps (~90%) which can be attributed to de-population time constant of second exciton.<br />

The recovery kinetics at 610 nm can be fitted with time constants (7ps, 35ps, >400ps)<br />

attributed to de-population time constant of second exciton which basically the charge<br />

recombination dynamics between electron and hole pairs.<br />

We have observed that on excitation of CdTe QD, bleach appears at the<br />

excitonic positions. By monitoring the excited state dynamics at those excitonic wavelengths,<br />

we get information of both cooling and recombination dynamics of the charge carriers. It is<br />

reported in the literature that on size quantization both valence and conduction band becomes<br />

discrete and shows interesting properties like slow carrier cooling dynamics in QD material<br />

as compared to that in bulk. The cooling based on Frohlich interaction by electron-LO<br />

phonon interaction increases with respect to radius because in smaller quantum dot the<br />

energy separation between the exciton states are much larger as compared to larger quantum<br />

dot due to increase in confinement energy as given below<br />

-1<br />

= exp( E/k<br />

LO<br />

BT)<br />

(4.1)<br />

Where ΔE is the energy difference between the exciton states and ω LO is the energy of LO<br />

phonon [4.2]. Typically in a QD this is expected to give a cooling time of several hundreds of<br />

picoseconds. However in our investigation we have observed that the cooling time is sub 1 ps<br />

for the charge carriers. Again according to the above equation, cooling time of QD should<br />

increases with decreasing the size of the QD. In the present investigation we have also<br />

synthesized different sizes QDs and carried out transient absorption studies to monitor the<br />

cooling time for different size particles by following the bleach at the excitonic wavelengths.<br />

Panel A Figure 4.3 shows the kinetic traces (bleach kinetics) at 1S 3/2 -1S e excitonic position<br />

for different QD sizes namely 3.3 nm, 3.5 nm and 3.8 nm. It is very interesting to see that

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