
494 Measurement Techniques of Femtosecond Spectroscopy
if the gating function I
g
(t) is known. Indeed, if I() is the Fourier transform of
the gate function I
g
(t), and S() is the Fourier transform of the measured signal
S(τ
d
), the Fourier transform f () of the physical quantity f (t) is just the ratio:
f () =
S()
I()
. (10.2)
The physical quantity f (t) can be calculated by taking the inverse Fourier
transform of Eq. (10.2). This deconvolution technique can be applied in numer-
ous cases where the gate function I
g
(t) does not depend on the phase of the
interaction.
1
10.3. BEAM GEOMETRY AND TEMPORAL
RESOLUTION
To obtain a better quantitative understanding ...