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DOE-STD-1024-92
especially from PGA down to 2.5 hertz, where (at the amplitude levels listed
above) the ratio is (7/3.5) = 2.0, (6/2.5) = 2.4, (9/4.5) = 2.0, (18/8) = 2.25, and
(38/18) = 2.1 for PGA, 25 hertz, 10 hertz, 5 hertz, and 2.5 hertz respectively3.
We shall use these consistent ratios in the recommendations below.
Next look at the most positive part of the LLNL versus EPRI comparison, the central or
median estimates of hazard. These are graphed (for 0.2g PGA) in Figure 4 of the Interim
Position Report, and statistics are reported in Table 1 of that document. The conclusion is that
these results are remarkably consistent. (A very few sites are shown with a ratio of median
hazards of 5 or more; these are predominantly very low hazard Gulf Coast sites). The typical
ratio of 2 is, recall, between hazards in the 10-3 to 10-4 range; this is a difference of only 0.3 in the
exponent. (Or, as we shall see below, a factor of only about 20% in the associated PGA.) the
implication is that the average (simple or geometric) median hazard at a given PGA or the
average PGA at a given (median) hazard is a good representation of both of the studies. In
different words, the study-to-study variability in the results is small, particularly in comparison to
the uncertainty (as measured by, say, the ratio of 85 percentile to median hazard, where typical
values are 4 to 8, as we have seen above). Further, the site-to-site variability in this ratio is
relatively small (Table 1, Interim Position Report), imply that this simple conclusion can be
accepted for all sites.
Recommended Interim Procedure. Based on the observations above the following
procedure is recommended for developing from the two studies, a ground motion spectrum
associated with a specified mean hazard level.
Focus on the PGA as the ground motion level parameter.
Step (1)
As seen above the 85/median hazard ratios are consistent at the highest
frequencies for the amplitudes of prime interest. There are strong technical
reasons to prefer a spectral ordinate for this level or scaling parameter (rather
than the PGA), but residual concerns discussed above about the effect of major
differences in the ground motion estimation schemes for spectral ordinates, plus
tradition, lead us to adopting here the PGA. (The 10 hertz spectral velocity would
appear to work equally well and with the same numerical conclusions.)
Enter the two studies' median hazard curves for the PGA at
Step (2)
the site, at the target hazard level (e.g., 2x10-4). Take the (geometric4) average of
the two PGA levels. This represents the "dual-study composite" PGA associated
with a median hazard equal to the target level. This will be multiplied a factor to
3
For the 5GX, the ratios are very similar (about 2) for 5 and 2.5 hertz; they are 1
(surprisingly) for lower frequencies, but they are unfortunately considerably higher (13/3.5)
= 3.7 and (16/4.5) = 3.6 for higher frequency cases: PGA and 10 hertz, respectively. The
25 hertz case appears anomalously high.
4
The two values will virtually always be close enough that the simple average will give
almost the same answer.
D-3


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