FASTLITE DAZZLER User Manual

DAZZLER
TM
system manual Part I : installation & operation 4.3
Considering the instant when the acoustic pulse diffracts its first optical pulse, it could not be
in the crystal (1/Repetition Frequency )µs before, or it would have interfered with the previous
cycle. In the same way, it should not still be in the crystal τ
Ac
µs after without interfering with
the next cycle. This leads to loss in pulse shaping as the acoustic pulse maximum length ∆τ
max
(Equation 4.6) is shorter than T
Xtal
/N.
∆τ
max
=
1
Repetition Frequency
−(T
Xtal
−
N
Repetition Frequency
) =
N + 1
Repetition Frequency
−T
Xtal
(4.6)
The pulse shaping capability loss is shown by yellow bars on the time graph of the Dazzler
TM
front panel (figure Figure 4.20) see below.
Figure 4.20: Examples of shaping losses in ”hirep rate”
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FASTLITE DAZZLER Specifications

General

Brand	FASTLITE
Model	DAZZLER
Category	Measuring Instruments
Language	English