03.06.2015 Views

International Reactor Dosimetry File 2002 - IAEA Publications

International Reactor Dosimetry File 2002 - IAEA Publications

International Reactor Dosimetry File 2002 - IAEA Publications

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

10 2<br />

Damage (MeV· mb)<br />

10 1<br />

10 0<br />

10 –1<br />

10 –2<br />

10 –3 10 –10 10 –9 10 –8 10 –7 10 –6 10 –5 10 –4 10 –3 10 –2 10 –1 10 0 10 1 10 2<br />

Neutron energy (MeV)<br />

FIG. 8.2. Energy dependence of silicon displacement damage response function.<br />

correlation depends on the assumption that displacement effects are the<br />

dominant radiation damage mechanism and that equal numbers of initially<br />

displaced atoms produce equal changes in device performance. Experimental<br />

evidence indicates that displacement kerma is not a valid measure of changes in<br />

the fundamental properties (carrier concentration, mobility and carrier<br />

lifetime) that determine device performance [8.9, 8.10]. The reason that the<br />

displacement kerma does not correlate with the property changes in GaAs over<br />

the entire range of neutron energies of interest is attributed to variations in the<br />

defect production efficiency for different sizes of displacement cascades. This<br />

effect is also known to occur in other types of material, including structural<br />

metals [8.11]. Despite these deficiencies (a lack of a strict proportionality<br />

between the observed GaAs semiconductor damage and the calculated<br />

displacement kerma), displacement kerma is still useful as an exposure<br />

parameter, and is analogous to the use of dpa for exposures of iron.<br />

Empirical efficiency factors that depend on the energies of the primary<br />

knock-on atoms (PKA) have been proposed in order to remove the discrepancies<br />

described above [8.9]. Figure 8.3 shows the shape of the empirical<br />

damage efficiency factor for GaAs, and can be described by an empirical<br />

function. As in Ref. [8.11], this PKA energy damage efficiency factor is used in<br />

conjunction with a normalization factor of 2.2 to preserve the equivalence of<br />

the GaAs damage function and the displacement kerma for 1 MeV neutrons.<br />

The results of the calculation of GaAs displacement kerma factors<br />

(displacement kerma per unit neutron fluence) are shown in Fig. 8.4 as a<br />

function of neutron energy. Figure 8.5 shows the complete energy dependence<br />

of the GaAs damage function. The unit of the kerma factor is megaelectronvolts<br />

times millibarns (MeV·mb). The kerma factor can be multiplied by<br />

95

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!