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4.5 APD gain optimization

The APD gain is a parameter required to evaluate performance. For example, Eq. (2) depends on the gain. All numerical results in this report use an optimized gain. For each value of $ \bar n_b$, the numerical capacity or other needed quantity was computed over a range of gains, and the largest one chosen. In the interest of time, the gain was restricted to multiples of five. In all cases considered, a gain difference of five (and typically much more than five) from the optimal value made little difference in the numerical results. Shown in Fig. 9 are the optimal gain values. Optimal APD gains are also reported in [SV98].

Figure 9: Optimal gain, as a function of $ \bar n_b$, for $ \bar n_s=100$, $ T_s=31.25$ ns, $ T_d = 432000$ ns, and the SLiK APD detector.
\includegraphics[width=5in]{figures/g.eps}



Jon Hamkins 1999-10-06