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kSHG(762.5nm) 14.2703/ µm<br />

kp1(1525nm) 7.01723 / µm<br />

kp2(1525nm) 7.34502/ µm<br />

kΛ=104.17µm 0.0603166 / µm<br />

-0.0313867 / µm<br />

kerr<br />

Table 4.4: Calculated k-vectors of the observed degenerate SHG process<br />

Figure 4.40: Corrected phasematching Figure 4.41: Corrected phasematching 2d<br />

The fit now relies on three data points, instead of one in the two previous section.<br />

This is a great increase in reliability. Still with this one error parameter it is not<br />

possible to move all three degeneracy points in the right places. In addition the kE<br />

parameter is not invariant under the change of waveguides or grating periods. A<br />

fully numerically approach to calculate the effective sellmeier equations may solve<br />

the last discrepancies.<br />

Nevertheless we gained important data. Despite minor quantitative variations<br />

the prognoses are valuable, and as demonstrated in this chapter, have already been<br />

tested successfully.<br />

4.4 PDC experiments<br />

Having evaluated the SHG experiments we decided to use crystal ITI0706-B12 with<br />

a poling period of 104.17 µm. According to our data we should be able to generate<br />

degenerate PDC photon pairs in the range between 1520 to 1560 nm.<br />

The goal was to verify the existence of parametric downconversion in the predicted<br />

frequency regime. To detect the photons we applied the id201 single photon counting<br />

modules, tested in Section 4.1. Great care has to be taken not to confuse PDC with<br />

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