On Tue, Mar 31, 2009 at 8:54 PM, Jochen S cycoma...@gmail.com wrote:
On Tue, Mar 31, 2009 at 7:13 AM, João Luís Silva jsi...@fc.up.pt wrote:
Hi,
I wrote a script to calculate the *optical* autocorrelation of an
electric field. It's like the autocorrelation, but sums the fields
instead of
Charles R Harris wrote:
That should work. The first two integrals are actually the same, but
need to be E(t)*E(t).conj(). The second integral needs twice the real
part of E(t)*E(t-tau).conj(). Numpy correlate should really have the
conjugate built in, but it doesn't.
Chuck
It worked,
Hi,
I wrote a script to calculate the *optical* autocorrelation of an
electric field. It's like the autocorrelation, but sums the fields
instead of multiplying them. I'm calculating
I(tau) = integral( abs(E(t)+E(t-tau))**2,t=-inf..inf)
with script appended at the end. It's too slow for my
2009/3/30 João Luís Silva jsi...@fc.up.pt:
Hi,
I wrote a script to calculate the *optical* autocorrelation of an
electric field. It's like the autocorrelation, but sums the fields
instead of multiplying them. I'm calculating
I(tau) = integral( abs(E(t)+E(t-tau))**2,t=-inf..inf)
You may be
On Mon, Mar 30, 2009 at 12:23 PM, Anne Archibald
peridot.face...@gmail.comwrote:
2009/3/30 João Luís Silva jsi...@fc.up.pt:
Hi,
I wrote a script to calculate the *optical* autocorrelation of an
electric field. It's like the autocorrelation, but sums the fields
instead of multiplying
