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-rw-r--r--xmds2/Nlevels_with_doppler_with_z_4wm/Nlevels_with_doppler_with_z_4wm.xmds12
1 files changed, 11 insertions, 1 deletions
diff --git a/xmds2/Nlevels_with_doppler_with_z_4wm/Nlevels_with_doppler_with_z_4wm.xmds b/xmds2/Nlevels_with_doppler_with_z_4wm/Nlevels_with_doppler_with_z_4wm.xmds
index 054d343..36d47a9 100644
--- a/xmds2/Nlevels_with_doppler_with_z_4wm/Nlevels_with_doppler_with_z_4wm.xmds
+++ b/xmds2/Nlevels_with_doppler_with_z_4wm/Nlevels_with_doppler_with_z_4wm.xmds
@@ -136,7 +136,17 @@
<geometry>
<propagation_dimension> z </propagation_dimension>
<transverse_dimensions>
- <dimension name="t" lattice="1000" domain="(-1e-6, 1e-6)" />
+ <!-- IMPORTANT: looks like having a lot of points in time helps with convergence.
+ I suspect that time spacing should be small enough to catch
+ all pulse harmonics and more importantly 1/dt should be larger than
+ the largest detuning (including Doppler shifts).
+ Unfortunately calculation time is proportional to lattice size
+ so we cannot just blindly increase it.
+ Some rules of thumb:
+ * lattice="1000" domain="(-1e-6, 1e-6)"
+ was good enough detunings up to 1.5GHz=9.8rad/s notice that 1/dt=500MHz
+ -->
+ <dimension name="t" lattice="5000" domain="(-1e-6, 1e-6)" />
<dimension name="v" lattice="100" domain="(V_maxwell_min, V_maxwell_max)" />
</transverse_dimensions>
</geometry>