Figures from    funda_fig_13.for   and    knopoff_hudson.for

Name of file:lat_scat_test_082409.html
Names of associated files:lat_scat_test_081509.html
Created on:8/24/09 (2:20AM), 8/24/09 (11:20 PM), 8/27/09 (11:46 PM)
Revised on:
Structure:
Reference:

Key Reference email(s):
1) L.A., Friday night the 21st of August
2) Los Angeles, 9:47 PM Wednesday, August 26, 2009
3) Los Angeles, 7:37 PM Tuesday, August 25, 2009

A. Figures

A.1 Exact Solutions and Stress coefficients    RLFRHD(I),     TLFRHD(I)    from laterally-averaged structure at    x = 0 .

A.2 Plots for    FLFRHD(I), RATIOD(I),     RLFRHL(I),    TLFRHL(I),       FLFRHL(I),   RATIOL(I)       from laterally-avearged structurs at     x = 0    . The serrated plot shows extremely minute differences in the range of    \pm 4 x 10^-16     

A.3 Plots for   RLFRHF(I), TLFRHF(I),      FLFRHF(I), RATIOF(I),        RLFRHN(I), TLFRHN(I)     from normal Alsop's Figure 13 structure.

B. Additional Figures for Paper 1b

B.1      Figure 7   These results come from program     funda_fig_13.for      

B.2      Figure 8     . These results come from program     knopoff_hudson.for    . We have a loss of 3 sig. fig. here. During the root bracketing procedure, these were computed using 7 zeros (i.e. 7 sig. fig.)

      ISTART = 2900000
      DO 5000 ITERAT=ISTART,7400000
         C = DBLE(ITERAT)/1000000.00D+00 + 0.00000001D+00

The computation for 8 zeros has yet to finish (tomorrow). Do you want me to use much higher precision, like increase the zeros from to 9 if that still fails to removes the serated nature?? . or do you want me to just smooth the figure out manually?

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