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-rw-r--r--xmds2/realistic_Rb/realistic_Rb.xmds4
1 files changed, 2 insertions, 2 deletions
diff --git a/xmds2/realistic_Rb/realistic_Rb.xmds b/xmds2/realistic_Rb/realistic_Rb.xmds
index 5f7e437..75e7464 100644
--- a/xmds2/realistic_Rb/realistic_Rb.xmds
+++ b/xmds2/realistic_Rb/realistic_Rb.xmds
@@ -36,7 +36,7 @@
We are solving
- dE/dz+(1/c)*dE/dt=i*eta*rho_ij, where j level is higher then i.
+ dE/dz+(1/c)*dE/dt=i*eta*rho_ij, where j level is higher than i.
Note that E is actually a Rabi frequency of electromagnetic field not the EM field
in xmds terms it looks like
dE_dz = i*eta*rhoij - 1/c*L[E], here we moved t dependence to Fourier space
@@ -406,7 +406,7 @@
<integrate algorithm="ARK45" tolerance="1e-5" interval="Lcell">
<!--<integrate algorithm="SI" steps="200" interval="Lcell"> -->
<!--RK4 is good for large detunings when frequency like term are big, it does not try to be too smart about adaptive step which ARK seems to make too small-->
- <!--When ARK45 works it about 3 times faster then RK4 with 1000 steps-->
+ <!--When ARK45 works it about 3 times faster than RK4 with 1000 steps-->
<!--<integrate algorithm="RK4" steps="100" interval="1.5e-2">-->
<!--SIC algorithm seems to be much slower and needs fine 'z' step tuning and much finer time grid-->
<!--For example I had to quadruple the time grid from 1000 to 4000 when increased z distance from 0.02 to 0.04-->